Global Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (4805 entries)
Notation Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (105 entries)
Module Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (41 entries)
Variable Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (494 entries)
Library Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (192 entries)
Lemma Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (2638 entries)
Constructor Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (88 entries)
Axiom Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (82 entries)
Inductive Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (44 entries)
Projection Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (157 entries)
Instance Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (53 entries)
Section Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (105 entries)
Definition Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (763 entries)
Record Index A B C D E F G H I J K L M N O P Q R S T U V W X Y Z _ other (43 entries)

Global Index

A

A [axiom, in Coqtail.Fresh.Inhabited.Functions]
aaa [definition, in Coqtail.Reals.Rtactic]
abound [definition, in Coqtail.Reals.Rzeta2]
abound_cv [lemma, in Coqtail.Reals.Rzeta2]
abound_eq [lemma, in Coqtail.Reals.Rzeta2]
AC [axiom, in Coqtail.Fresh.Inhabited.Functions]
add_INC [lemma, in Coqtail.Complex.Cprop_base]
adhDa [definition, in Coqtail.Complex.Cmet]
adjacence [definition, in Coqtail.Graphs.definitions]
adjacences [definition, in Coqtail.Graphs.definitions]
adjacences_to_edges_reduct_nil [lemma, in Coqtail.Graphs.definitions]
adjacences_to_path [definition, in Coqtail.Graphs.definitions]
adjacences_to_path2_path [lemma, in Coqtail.Graphs.definitions]
adjacences_to_path2_stable [lemma, in Coqtail.Graphs.definitions]
adjacences_to_path2_Sn [constructor, in Coqtail.Graphs.definitions]
adjacences_to_path2_1 [constructor, in Coqtail.Graphs.definitions]
adjacences_to_path2_0 [constructor, in Coqtail.Graphs.definitions]
adjacences_to_path2 [inductive, in Coqtail.Graphs.definitions]
adjacences_to_edges_b_c [constructor, in Coqtail.Graphs.definitions]
adjacences_to_edges_b_nil [constructor, in Coqtail.Graphs.definitions]
adjacences_to_edges_nil [constructor, in Coqtail.Graphs.definitions]
adjacences_to_edges [inductive, in Coqtail.Graphs.definitions]
adjacences_dec [lemma, in Coqtail.Graphs.definitions]
adjacence_dec [lemma, in Coqtail.Graphs.definitions]
algebraic [definition, in Coqtail.Fresh.Inhabited.Examples]
alt_bounding [lemma, in Coqtail.Reals.Rzeta2]
An [definition, in Coqtail.Reals.Rzeta2]
antg [definition, in Coqtail.Reals.Rzeta2]
antg_shift_neg_compat [lemma, in Coqtail.Reals.Rzeta2]
antg_neg [definition, in Coqtail.Reals.Rzeta2]
anz [definition, in Coqtail.Reals.Rzeta2]
anz_antg_neg [lemma, in Coqtail.Reals.Rzeta2]
anz_antg [lemma, in Coqtail.Reals.Rzeta2]
An_expand [definition, in Coqtail.Reals.Rpser.Rpser_def]
An_nth_deriv [definition, in Coqtail.Reals.Rpser.Rpser_def]
An_deriv [definition, in Coqtail.Reals.Rpser.Rpser_def]
An_deriv_arctan_seq_explicit [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
An_squared_Bn_cv [lemma, in Coqtail.Reals.Rzeta2]
An_squared_Bn_maj [lemma, in Coqtail.Reals.Rzeta2]
An_squared_cv [lemma, in Coqtail.Reals.Rzeta2]
An_cv [lemma, in Coqtail.Reals.Rzeta2]
An_deriv_mult_compat_r [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_mult_compat_l [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_alt_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_abs_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_minus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_plus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_nth_deriv_ext [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_ext [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
An_expand_1 [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_nth_deriv_1 [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_nth_deriv_S' [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_nth_deriv_S [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_nth_deriv_0 [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_deriv [definition, in Coqtail.Complex.Cpser_def]
App [definition, in Coqtail.Reals.Dequa.Dequa_facts]
ap_path [definition, in Coqtail.Graphs.definitions]
archimed [axiom, in Coqtail.Reals.Raxioms.Raxioms]
arctan [definition, in Coqtail.Reals.Ratan]
arctan_explicit_pos [lemma, in Coqtail.Reals.Ratan]
arctan_explicit_Rball [lemma, in Coqtail.Reals.Ratan]
arctan_pos [definition, in Coqtail.Reals.Ratan]
arctan_sum_1_PI4 [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum_0_0 [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum_odd [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum_explicit [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum_sums [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum [definition, in Coqtail.Reals.Rpser.Rpser_usual]
arctan_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
arctan_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
arct_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
arct_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
Associative [record, in Coqtail.Hierarchy.Type_class_definition]
Associative [inductive, in Coqtail.Hierarchy.Type_class_definition]
Associative [record, in Coqtail.Hierarchy.Type_class_definition_beta]
Associative [inductive, in Coqtail.Hierarchy.Type_class_definition_beta]
Ass_handling [library]
ast_fun_pos [lemma, in Coqtail.Complex.Croot_n]
atan [definition, in Coqtail.Reals.Ratan]
atan_inv_constant_pos [lemma, in Coqtail.Reals.Ratan]
atan_PI4 [lemma, in Coqtail.Reals.Ratan]
atan_0 [lemma, in Coqtail.Reals.Ratan]
atan_in [lemma, in Coqtail.Reals.Ratan]
aux_mult_1_l [lemma, in Coqtail.Hierarchy.Type_class_instance_beta]
aux_plus_0_l [lemma, in Coqtail.Hierarchy.Type_class_instance_beta]


B

B [axiom, in Coqtail.Fresh.Inhabited.Functions]
Balls [section, in Coqtail.Topology.Metrics]
Balls.d [variable, in Coqtail.Topology.Metrics]
Balls.E [variable, in Coqtail.Topology.Metrics]
Balls.X [variable, in Coqtail.Topology.Metrics]
base [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
basic_lemmas.h3 [variable, in Coqtail.Arith.Hurwitz_prop]
basic_lemmas.h2 [variable, in Coqtail.Arith.Hurwitz_prop]
basic_lemmas.h1 [variable, in Coqtail.Arith.Hurwitz_prop]
basic_lemmas [section, in Coqtail.Arith.Hurwitz_prop]
Basis [record, in Coqtail.Topology.Vectors]
basis [projection, in Coqtail.Reals.Ediff.Evect]
basis_linear_independence [projection, in Coqtail.Topology.Vectors]
basis_spanning [projection, in Coqtail.Topology.Vectors]
being_in_ball [definition, in Coqtail.Reals.Ediff.Evect]
belong [inductive, in Coqtail.Graphs.definitions]
belong_edges_adjacences [lemma, in Coqtail.Graphs.definitions]
belong_adjacences_edges [lemma, in Coqtail.Graphs.definitions]
belong_stable_rl [lemma, in Coqtail.Graphs.definitions]
belong_stable_r [lemma, in Coqtail.Graphs.definitions]
belong_stable_l [lemma, in Coqtail.Graphs.definitions]
belong_list_i [lemma, in Coqtail.Graphs.definitions]
belong_listi_n [constructor, in Coqtail.Graphs.definitions]
belong_listi_y [constructor, in Coqtail.Graphs.definitions]
belong_listi_nil [constructor, in Coqtail.Graphs.definitions]
belong_listi [inductive, in Coqtail.Graphs.definitions]
belong_list [definition, in Coqtail.Graphs.definitions]
belong_stable [lemma, in Coqtail.Graphs.definitions]
belong_dec [lemma, in Coqtail.Graphs.definitions]
belong_n [constructor, in Coqtail.Graphs.definitions]
belong_y [constructor, in Coqtail.Graphs.definitions]
bezout_inj [lemma, in Coqtail.Arith.Znumfacts]
bijective [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
Bind [definition, in Coqtail.Monad.Option]
Bind_Bind [definition, in Coqtail.Monad.Option]
Bind_Return [definition, in Coqtail.Monad.Option]
binomial_sum [lemma, in Coqtail.Complex.Cexp]
binomial_zero [lemma, in Coqtail.Complex.Cexp]
binomial_diag [lemma, in Coqtail.Complex.Cexp]
binom_add_INC [lemma, in Coqtail.Complex.Cpow_plus]
bisum [definition, in Coqtail.Reals.Rzeta2]
bisumsum [definition, in Coqtail.Reals.Rzeta2]
bisumsum_strip_diag'_eq_but_diag_compat [lemma, in Coqtail.Reals.Rzeta2]
bisumsum_plus_switch [lemma, in Coqtail.Reals.Rzeta2]
bisumsum_strip_diag'_plus [lemma, in Coqtail.Reals.Rzeta2]
bisumsum_strip_diag'_switch_index [lemma, in Coqtail.Reals.Rzeta2]
bisumsum_switch_index [lemma, in Coqtail.Reals.Rzeta2]
bisumsum_one_step [lemma, in Coqtail.Reals.Rzeta2]
bisumsum_square [lemma, in Coqtail.Reals.Rzeta2]
bisumsum_eq_compat [lemma, in Coqtail.Reals.Rzeta2]
bisumsum_strip_diag' [definition, in Coqtail.Reals.Rzeta2]
bisumsum_strip_diag [definition, in Coqtail.Reals.Rzeta2]
bisum_bnz_bntg [lemma, in Coqtail.Reals.Rzeta2]
bisum_shifting [lemma, in Coqtail.Reals.Rzeta2]
bisum_shifting_S [lemma, in Coqtail.Reals.Rzeta2]
bisum_eq_sym [lemma, in Coqtail.Reals.Rzeta2]
bisum_one_step [lemma, in Coqtail.Reals.Rzeta2]
bisum_strip_nothing [lemma, in Coqtail.Reals.Rzeta2]
bisum_strip_equiv [lemma, in Coqtail.Reals.Rzeta2]
bisum_in [lemma, in Coqtail.Reals.Rzeta2]
bisum_not_in [lemma, in Coqtail.Reals.Rzeta2]
bisum_eq_compat_bounded [lemma, in Coqtail.Reals.Rzeta2]
bisum_strip' [definition, in Coqtail.Reals.Rzeta2]
bisum_strip [definition, in Coqtail.Reals.Rzeta2]
bisum_anz_antg [lemma, in Coqtail.Reals.Rzeta2]
bisum_reverse [lemma, in Coqtail.Reals.Rzeta2]
bisum_mult [lemma, in Coqtail.Reals.Rzeta2]
bisum_scal_mult [lemma, in Coqtail.Reals.Rzeta2]
bisum_minus [lemma, in Coqtail.Reals.Rzeta2]
bisum_plus [lemma, in Coqtail.Reals.Rzeta2]
bisum_eq_compat [lemma, in Coqtail.Reals.Rzeta2]
Bn [definition, in Coqtail.Reals.Logic.Rmarkov]
Bn [definition, in Coqtail.Reals.Rzeta2]
bntg [definition, in Coqtail.Reals.Rzeta2]
bntg_shift_neg_compat [lemma, in Coqtail.Reals.Rzeta2]
bntg_neg_simpl [lemma, in Coqtail.Reals.Rzeta2]
bntg_pos [lemma, in Coqtail.Reals.Rzeta2]
bntg_neg [definition, in Coqtail.Reals.Rzeta2]
bnz [definition, in Coqtail.Reals.Rzeta2]
bnz_bntg_neg [lemma, in Coqtail.Reals.Rzeta2]
bnz_bntg [lemma, in Coqtail.Reals.Rzeta2]
Bn_l_dist [lemma, in Coqtail.Reals.Logic.Rmarkov]
Bn_lub [lemma, in Coqtail.Reals.Logic.Rmarkov]
Bn_maj [lemma, in Coqtail.Reals.Logic.Rmarkov]
Bn_dist_trans [lemma, in Coqtail.Reals.Logic.Rmarkov]
Bn_dist [lemma, in Coqtail.Reals.Logic.Rmarkov]
Bn_growing_trans [lemma, in Coqtail.Reals.Logic.Rmarkov]
Bn_growing [lemma, in Coqtail.Reals.Logic.Rmarkov]
Bn_pos [lemma, in Coqtail.Reals.Logic.Rmarkov]
Bn_cv [lemma, in Coqtail.Reals.Rzeta2]
Boule [definition, in Coqtail.Complex.Cmet]
bounded [definition, in Coqtail.Arith.Natsets]
bounded [lemma, in Coqtail.Reals.Raxioms.Rcauchy]
bounded_S [lemma, in Coqtail.Arith.Natsets]
bounded_correct [lemma, in Coqtail.Reals.Raxioms.Rcauchy]
bounded_abs_max [definition, in Coqtail.Reals.Raxioms.Rcauchy]
bound_eq [lemma, in Coqtail.Reals.Rzeta2]
bound1 [definition, in Coqtail.Reals.Rzeta2]
bound1c [definition, in Coqtail.Reals.Rzeta2]
bound1c_cv [lemma, in Coqtail.Reals.Rzeta2]
bound1_cv [lemma, in Coqtail.Reals.Rzeta2]
bound1' [definition, in Coqtail.Reals.Rzeta2]
bound1'_cv [lemma, in Coqtail.Reals.Rzeta2]
bound2 [definition, in Coqtail.Reals.Rzeta2]
bound2c [definition, in Coqtail.Reals.Rzeta2]
bound2c_cv [lemma, in Coqtail.Reals.Rzeta2]
bound2_cv [lemma, in Coqtail.Reals.Rzeta2]
bound2' [definition, in Coqtail.Reals.Rzeta2]
bound2'_cv [lemma, in Coqtail.Reals.Rzeta2]
bset [definition, in Coqtail.Arith.Natsets]


C

C [definition, in Coqtail.Complex.Cdefinitions]
C [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Cadd [definition, in Coqtail.Complex.Cdefinitions]
Cadd_IRC_Rplus [lemma, in Coqtail.Complex.Cprop_base]
Cadd_IRC_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cadd_IRC_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cadd_neq_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cadd_neq_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cadd_minus [lemma, in Coqtail.Complex.Cprop_base]
Cadd_eq_reg_r [lemma, in Coqtail.Complex.Cprop_base]
Cadd_eq_reg_l [lemma, in Coqtail.Complex.Cprop_base]
Cadd_eq_compat [lemma, in Coqtail.Complex.Cprop_base]
Cadd_eq_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cadd_eq_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cadd_ne [lemma, in Coqtail.Complex.Cprop_base]
Cadd_conj [lemma, in Coqtail.Complex.Cbase]
Cadd_opp_l [lemma, in Coqtail.Complex.Cbase]
Cadd_opp_r [lemma, in Coqtail.Complex.Cbase]
Cadd_0_r [lemma, in Coqtail.Complex.Cbase]
Cadd_0_l [lemma, in Coqtail.Complex.Cbase]
Cadd_assoc [lemma, in Coqtail.Complex.Cbase]
Cadd_comm [lemma, in Coqtail.Complex.Cbase]
calc1 [lemma, in Coqtail.Reals.Rzeta2]
calc2 [lemma, in Coqtail.Reals.Rzeta2]
calc3 [lemma, in Coqtail.Reals.Rzeta2]
Canalysis_diff [library]
Canalysis_basic_facts [library]
Canalysis_def [library]
Canalysis_deriv [library]
Canalysis_cont [library]
CantorDiagonal [section, in Coqtail.Reals.Logic.Runcountable]
CantorDiagonal.f [variable, in Coqtail.Reals.Logic.Runcountable]
CantorDiagonal.lb [variable, in Coqtail.Reals.Logic.Runcountable]
CantorDiagonal.not_empty [variable, in Coqtail.Reals.Logic.Runcountable]
CantorDiagonal.ub [variable, in Coqtail.Reals.Logic.Runcountable]
cardinal_of_disjoint_union [lemma, in Coqtail.Sets.My_Finite_sets_facts]
Cartesian_product_facts.W [variable, in Coqtail.Sets.Cartesian_product_facts]
Cartesian_product_facts.V [variable, in Coqtail.Sets.Cartesian_product_facts]
Cartesian_product_facts.U [variable, in Coqtail.Sets.Cartesian_product_facts]
Cartesian_product_facts [section, in Coqtail.Sets.Cartesian_product_facts]
Cartesian_product [library]
Cartesian_product_facts [library]
Cauchy_equiv [lemma, in Coqtail.Complex.Csequence_facts]
Cauchy_crit [definition, in Coqtail.Complex.Csequence_def]
Cauchy_crit_Rseq_pps [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Cauchy_autonomous [lemma, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
Cauchy_lipschitz [library]
Cbase [library]
Cb_S [constructor, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Cb_0 [constructor, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Ccauchy_product [lemma, in Coqtail.Complex.Cseries_facts]
CClass [inductive, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
CClass_Rball [inductive, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Cconj [definition, in Coqtail.Complex.Cdefinitions]
Cdefinitions [library]
Cderiv [library]
Cdiv [definition, in Coqtail.Complex.Cdefinitions]
Cdiv_IRC_Rdiv [lemma, in Coqtail.Complex.Cprop_base]
Cdiv_exp_seq_simpl [lemma, in Coqtail.Complex.Cexp]
center_in_open_interval [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
center_in_interval [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
center_in_Rball [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Ceq [lemma, in Coqtail.Complex.Cbase]
Ceq_dec_prop [lemma, in Coqtail.Complex.Cprop_base]
Ceq_or_neq_C0 [lemma, in Coqtail.Complex.Cprop_base]
Ceq_dec [lemma, in Coqtail.Complex.Cprop_base]
Cexist_rep_complex [lemma, in Coqtail.Complex.Cbase]
Cexp [definition, in Coqtail.Complex.Cexp]
Cexp [library]
Cexp_mult [lemma, in Coqtail.Complex.Cexp]
Cexp_0 [lemma, in Coqtail.Complex.Cexp]
Cexp_add [lemma, in Coqtail.Complex.Cexp]
Cexp_abs_cv [lemma, in Coqtail.Complex.Cexp]
Cexp_trigo_compat [lemma, in Coqtail.Complex.Cexp]
Cexp_exp_compat [lemma, in Coqtail.Complex.Cexp]
Cexp_eq_Deriv_Cexp [lemma, in Coqtail.Complex.Cexp]
Cfield [lemma, in Coqtail.Complex.Ctacfield]
CFpartial_sum [definition, in Coqtail.Complex.CFsequence]
Cfpol_root [lemma, in Coqtail.Complex.Croot_n]
CFsequence [library]
CFsequence_facts [library]
CFseq_cvu [definition, in Coqtail.Complex.CFsequence]
CFseq_cv_boule [definition, in Coqtail.Complex.CFsequence]
CFseq_cv [definition, in Coqtail.Complex.CFsequence]
CFseq_div [definition, in Coqtail.Complex.CFsequence]
CFseq_minus [definition, in Coqtail.Complex.CFsequence]
CFseq_inv [definition, in Coqtail.Complex.CFsequence]
CFseq_opp [definition, in Coqtail.Complex.CFsequence]
CFseq_mult [definition, in Coqtail.Complex.CFsequence]
CFseq_plus [definition, in Coqtail.Complex.CFsequence]
CFseq_cvu_derivable [lemma, in Coqtail.Complex.CFsequence_facts]
Cfunctions [library]
choice [axiom, in Coqtail.Fresh.Inhabited.Choice_facts]
choice [definition, in Coqtail.Fresh.Inhabited.Monad]
Choice_facts [library]
Ci [definition, in Coqtail.Complex.Cdefinitions]
Cim [definition, in Coqtail.Complex.Cdefinitions]
Cim_le_Cnorm [lemma, in Coqtail.Complex.Cnorm]
Cim_div_compat [lemma, in Coqtail.Complex.Cprop_base]
Cim_inv_INC [lemma, in Coqtail.Complex.Cprop_base]
Cim_INC [lemma, in Coqtail.Complex.Cprop_base]
Cim_inv_compat_0 [lemma, in Coqtail.Complex.Cprop_base]
Cim_mul [lemma, in Coqtail.Complex.Cprop_base]
Cim_let_2 [lemma, in Coqtail.Complex.Cprop_base]
Cim_let_1 [lemma, in Coqtail.Complex.Cprop_base]
Cim_INC_0 [lemma, in Coqtail.Complex.Cprop_base]
Cim_add_distr [lemma, in Coqtail.Complex.Cprop_base]
Cim_mult_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cim_mult_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cim_Cpow_S2 [lemma, in Coqtail.Complex.Cexp]
Cim_Cpow_2 [lemma, in Coqtail.Complex.Cexp]
Cim_eq_compat [lemma, in Coqtail.Complex.Cbase]
Cim_scal_compat [lemma, in Coqtail.Complex.Cbase]
Cim_minus_compat [lemma, in Coqtail.Complex.Cbase]
Cim_add_compat [lemma, in Coqtail.Complex.Cbase]
Cim_opp_compat [lemma, in Coqtail.Complex.Cbase]
Cim_simpl [lemma, in Coqtail.Complex.Cbase]
Cinfty [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Cinfty_zero [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
Cinv [definition, in Coqtail.Complex.Cdefinitions]
Cinv_IRC_Rinv [lemma, in Coqtail.Complex.Cprop_base]
Cinv_mult_simpl [lemma, in Coqtail.Complex.Cprop_base]
Cinv_r_simpl_m [lemma, in Coqtail.Complex.Cprop_base]
Cinv_r_simpl_l [lemma, in Coqtail.Complex.Cprop_base]
Cinv_r_simpl_r [lemma, in Coqtail.Complex.Cprop_base]
Cinv_mult_distr [lemma, in Coqtail.Complex.Cprop_base]
Cinv_involutive [lemma, in Coqtail.Complex.Cprop_base]
Cinv_neq_0_compat [lemma, in Coqtail.Complex.Cprop_base]
Cinv_R1 [lemma, in Coqtail.Complex.Cprop_base]
Cinv_1 [lemma, in Coqtail.Complex.Cprop_base]
Cinv_r [lemma, in Coqtail.Complex.Cbase]
Cinv_l [lemma, in Coqtail.Complex.Cbase]
Cinv_rew [lemma, in Coqtail.Complex.Cbase]
Classical_facts.classic [variable, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.NNPP [variable, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.Un_pos [variable, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.Vn [variable, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.Un [variable, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts [section, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.NNPP [variable, in Coqtail.Reals.Rsequence.Rsequence_facts]
Classical_facts.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_facts]
Classical_facts [section, in Coqtail.Reals.Rsequence.Rsequence_facts]
closed_ball_intro [constructor, in Coqtail.Topology.Metrics]
closed_ball [inductive, in Coqtail.Topology.Metrics]
CL_tr_second_member [lemma, in Coqtail.Reals.Cauchy_lipschitz]
CL_tr [lemma, in Coqtail.Reals.Cauchy_lipschitz]
Cmet [library]
Cminus [definition, in Coqtail.Complex.Cdefinitions]
Cminus_IRC_Rminus [lemma, in Coqtail.Complex.Cprop_base]
Cminus_IRC_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cminus_IRC_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cminus_not_eq_right [lemma, in Coqtail.Complex.Cprop_base]
Cminus_not_eq [lemma, in Coqtail.Complex.Cprop_base]
Cminus_eq_contra [lemma, in Coqtail.Complex.Cprop_base]
Cminus_diag_uniq_sym [lemma, in Coqtail.Complex.Cprop_base]
Cminus_diag_uniq [lemma, in Coqtail.Complex.Cprop_base]
Cminus_diag_eq [lemma, in Coqtail.Complex.Cprop_base]
Cminus_0_l [lemma, in Coqtail.Complex.Cprop_base]
Cminus_0_r [lemma, in Coqtail.Complex.Cprop_base]
Cminus_conj [lemma, in Coqtail.Complex.Cbase]
Cminus_antisym [lemma, in Coqtail.Complex.Cbase]
Cmod_conj_compat [lemma, in Coqtail.Complex.Cprop_base]
Cmult [definition, in Coqtail.Complex.Cdefinitions]
Cmult_IRC_Rmult [lemma, in Coqtail.Complex.Cprop_base]
Cmult_IRC_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cmult_IRC_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cmult_minus_distr_r [lemma, in Coqtail.Complex.Cprop_base]
Cmult_minus_distr_l [lemma, in Coqtail.Complex.Cprop_base]
Cmult_opp_opp [lemma, in Coqtail.Complex.Cprop_base]
Cmult_opp_1_opp [lemma, in Coqtail.Complex.Cprop_base]
Cmult_integral_contrapositive_currified [lemma, in Coqtail.Complex.Cprop_base]
Cmult_integral_contrapositive [lemma, in Coqtail.Complex.Cprop_base]
Cmult_neq_0_reg [lemma, in Coqtail.Complex.Cprop_base]
Cmult_eq_0_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cmult_eq_0_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cmult_eq_0_compat [lemma, in Coqtail.Complex.Cprop_base]
Cmult_integral [lemma, in Coqtail.Complex.Cprop_base]
Cmult_eq_reg_r [lemma, in Coqtail.Complex.Cprop_base]
Cmult_eq_reg_l [lemma, in Coqtail.Complex.Cprop_base]
Cmult_eq_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cmult_eq_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cmult_0_l [lemma, in Coqtail.Complex.Cprop_base]
Cmult_0_r [lemma, in Coqtail.Complex.Cprop_base]
Cmult_add_distr_r [lemma, in Coqtail.Complex.Cbase]
Cmult_add_distr_l [lemma, in Coqtail.Complex.Cbase]
Cmult_1_r [lemma, in Coqtail.Complex.Cbase]
Cmult_1_l [lemma, in Coqtail.Complex.Cbase]
Cmult_assoc [lemma, in Coqtail.Complex.Cbase]
Cmult_comm [lemma, in Coqtail.Complex.Cbase]
Cmul_conj [lemma, in Coqtail.Complex.Cbase]
Cn [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
cn [definition, in Coqtail.Reals.Rzeta2]
Cnorm [definition, in Coqtail.Complex.Cdefinitions]
Cnorm [library]
Cnorm_sqr_real [lemma, in Coqtail.Complex.Croot_n]
Cnorm_sqr [definition, in Coqtail.Complex.Cdefinitions]
Cnorm_le_Cre_Cim [lemma, in Coqtail.Complex.Cnorm]
Cnorm_triang_rev_r [lemma, in Coqtail.Complex.Cnorm]
Cnorm_triang_rev_l [lemma, in Coqtail.Complex.Cnorm]
Cnorm_triang_rev [lemma, in Coqtail.Complex.Cnorm]
Cnorm_triang [lemma, in Coqtail.Complex.Cnorm]
Cnorm_inv [lemma, in Coqtail.Complex.Cnorm]
Cnorm_pow [lemma, in Coqtail.Complex.Cnorm]
Cnorm_Cmult [lemma, in Coqtail.Complex.Cnorm]
Cnorm_mult [lemma, in Coqtail.Complex.Cnorm]
Cnorm_minus_sym [lemma, in Coqtail.Complex.Cnorm]
Cnorm_opp [lemma, in Coqtail.Complex.Cnorm]
Cnorm_conj_compat [lemma, in Coqtail.Complex.Cnorm]
Cnorm_C1 [lemma, in Coqtail.Complex.Cnorm]
Cnorm_invol [lemma, in Coqtail.Complex.Cnorm]
Cnorm_IRC_Rabs [lemma, in Coqtail.Complex.Cnorm]
Cnorm_no_R0 [lemma, in Coqtail.Complex.Cnorm]
Cnorm_gt_not_eq [lemma, in Coqtail.Complex.Cnorm]
Cnorm_comm [lemma, in Coqtail.Complex.Cnorm]
Cnorm_Cim_simpl [lemma, in Coqtail.Complex.Cnorm]
Cnorm_Cre_simpl [lemma, in Coqtail.Complex.Cnorm]
Cnorm_C0 [lemma, in Coqtail.Complex.Cnorm]
Cnorm_pos_lt [lemma, in Coqtail.Complex.Cnorm]
Cnorm_pos [lemma, in Coqtail.Complex.Cnorm]
Cnorm_0 [lemma, in Coqtail.Complex.Cnorm]
Cnorm_le_INC [lemma, in Coqtail.Complex.Cprop_base]
Cnorm_INC_lt [lemma, in Coqtail.Complex.Cprop_base]
Cnorm_lt_1_INC [lemma, in Coqtail.Complex.Cprop_base]
Cnorm_lt_INC [lemma, in Coqtail.Complex.Cprop_base]
Cnorm_sqr_pos_lt [lemma, in Coqtail.Complex.Cprop_base]
Cnorm_sqr_pos [lemma, in Coqtail.Complex.Cprop_base]
Cnorm_eq_compat [lemma, in Coqtail.Complex.Cprop_base]
Cn_Rball [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
cn_maj [lemma, in Coqtail.Reals.Rzeta2]
cn_pos [lemma, in Coqtail.Reals.Rzeta2]
cn_zero_zero [lemma, in Coqtail.Reals.Rzeta2]
cn_odd [lemma, in Coqtail.Reals.Rzeta2]
Commutative [record, in Coqtail.Hierarchy.Type_class_definition]
Commutative [inductive, in Coqtail.Hierarchy.Type_class_definition]
Commutative [record, in Coqtail.Hierarchy.Type_class_definition_beta]
Commutative [inductive, in Coqtail.Hierarchy.Type_class_definition_beta]
_ ** _ [notation, in Coqtail.Hierarchy.Commutative_ring_binomial]
_ + _ [notation, in Coqtail.Hierarchy.Commutative_ring_binomial]
_ == _ [notation, in Coqtail.Hierarchy.Commutative_ring_binomial]
_ * _ [notation, in Coqtail.Hierarchy.Commutative_ring_binomial]
_ ^ _ [notation, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.CR [variable, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.one [variable, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.zero [variable, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.mul [variable, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.add [variable, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.eqr [variable, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.X [variable, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring [section, in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_ring_binomial [library]
comp [definition, in Coqtail.Complex.Canalysis_def]
completeness [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Complex [library]
comp_rseq_limit_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
comp_rseq [definition, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
comp_limit [definition, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
concat [definition, in Coqtail.Graphs.definitions]
concat_transfer [lemma, in Coqtail.Graphs.definitions]
cond_positivity_car' [lemma, in Coqtail.Reals.RIVT]
cond_positivity_car [lemma, in Coqtail.Reals.RIVT]
connected [definition, in Coqtail.Graphs.definitions]
connected_v [definition, in Coqtail.Graphs.definitions]
constant [definition, in Coqtail.Reals.Rpser.Rpser_usual]
constant [definition, in Coqtail.Complex.Canalysis_def]
constant_is_cst [lemma, in Coqtail.Reals.Dequa.Dequa_examples]
constant_is_cst [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
constant_infinite_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
constant_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
constant_D_eq [definition, in Coqtail.Complex.Canalysis_def]
constructive_indefinite_description_Z [lemma, in Coqtail.Hierarchy.Type_class_instance]
continue_in [definition, in Coqtail.Complex.Cderiv]
continuity [definition, in Coqtail.Complex.Canalysis_def]
continuity_reciprocal_strictly_monotonous_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
continuity_reciprocal_strictly_decreasing_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
continuity_reciprocal_strictly_increasing_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
continuity_sum [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
continuity_pt_sum [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
continuity_pt_sum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
continuity_pt_weaksum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
continuity_open_interval_tan [lemma, in Coqtail.Reals.Rtrigo_facts]
continuity_Rball [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
continuity_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
continuity_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
continuity_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
continuity_pt_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
continuity_constant [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
continuity_pt_constant [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
continuity_comp [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_div [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_inv [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_scal [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_const [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_mult [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_minus [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_opp [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_plus [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_comp [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_div [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_inv [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_scal [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_const [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_mult [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_minus [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_opp [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_pt_add [lemma, in Coqtail.Complex.Canalysis_cont]
continuity_atan [lemma, in Coqtail.Reals.Ratan]
continuity_ext [lemma, in Coqtail.Reals.Rextensionality]
continuity_RiemannInt_1 [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
continuity_pt_eq_compat [lemma, in Coqtail.Reals.RTaylor]
continuity_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
continuity_pt_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
continuity_implies_RiemannInt1 [lemma, in Coqtail.Reals.Ediff.realisation_by_stdlib]
continuity_along_axis_pt [definition, in Coqtail.Complex.Canalysis_def]
continuity_pt [definition, in Coqtail.Complex.Canalysis_def]
continuity_not_eq_Rball [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_interval_Ropp_compat_rev [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_interval_Ropp_compat [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_open_interval_Ropp_compat_rev [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_open_interval_Ropp_compat [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_in_mult [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_in_minus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_in_plus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_pt_in_opp_rev [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_in_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_in_const [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_open_interval_continuity [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_interval_continuity_pt [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_continuity_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_pt_continuity_pt_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_in_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_in_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_pt_in_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
continuity_pt_in_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_continuity]
cont_deriv [lemma, in Coqtail.Complex.Cderiv]
Copp [definition, in Coqtail.Complex.Cdefinitions]
Copp_inv_permute [lemma, in Coqtail.Complex.Cprop_base]
Copp_minus_distr' [lemma, in Coqtail.Complex.Cprop_base]
Copp_minus_distr [lemma, in Coqtail.Complex.Cprop_base]
Copp_mult_distr_r_reverse [lemma, in Coqtail.Complex.Cprop_base]
Copp_mult_distr_l_reverse [lemma, in Coqtail.Complex.Cprop_base]
Copp_add_distr [lemma, in Coqtail.Complex.Cprop_base]
Copp_neq_0_compat [lemma, in Coqtail.Complex.Cprop_base]
Copp_involutive [lemma, in Coqtail.Complex.Cprop_base]
Copp_eq_0_compat [lemma, in Coqtail.Complex.Cprop_base]
Copp_0 [lemma, in Coqtail.Complex.Cprop_base]
Copp_eq_compat [lemma, in Coqtail.Complex.Cprop_base]
Copp_minus_distr [lemma, in Coqtail.Complex.Cbase]
Copp_add_distr [lemma, in Coqtail.Complex.Cbase]
Copp_invol [lemma, in Coqtail.Complex.Cbase]
Copy_stdlib [section, in Coqtail.Reals.Rintegral.Riemann_integrable]
cosine [definition, in Coqtail.Reals.Rpser.Rpser_usual]
cosine_eq_Deriv_sine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
cos_cv_0_left [lemma, in Coqtail.Reals.Rtrigo_facts]
cos_derivable [lemma, in Coqtail.Reals.Rtrigo_facts]
cos_bound [lemma, in Coqtail.Reals.Rtrigo_facts]
cos_pos [lemma, in Coqtail.Reals.Rtrigo_facts]
cos_atan [lemma, in Coqtail.Reals.Ratan]
cos_cosine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
cos_infinite_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
cos_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
cos2PI_period [lemma, in Coqtail.Reals.Rtrigo_facts]
count [definition, in Coqtail.Arith.Natsets]
count_image_injective [lemma, in Coqtail.Arith.Natsets]
count_image_injective_plus_one [lemma, in Coqtail.Arith.Natsets]
count_union_singleton [lemma, in Coqtail.Arith.Natsets]
count_same_bounded [lemma, in Coqtail.Arith.Natsets]
count_same [lemma, in Coqtail.Arith.Natsets]
count_outside [definition, in Coqtail.Arith.Natsets]
count_drawers [lemma, in Coqtail.Arith.Natsets]
count_bound [lemma, in Coqtail.Arith.Natsets]
count_inter [lemma, in Coqtail.Arith.Natsets]
count_union [lemma, in Coqtail.Arith.Natsets]
count_union_inter [lemma, in Coqtail.Arith.Natsets]
Cpolar [library]
Cpol_pos [lemma, in Coqtail.Complex.Croot_n]
Cpol_2_real_delta_eq_neg [lemma, in Coqtail.Complex.Croot_n]
Cpol_2_real_delta_eq_0 [lemma, in Coqtail.Complex.Croot_n]
Cpol_2_real_delta_pos [lemma, in Coqtail.Complex.Croot_n]
Cpol_d_2 [lemma, in Coqtail.Complex.Croot_n]
Cpol_2_root_unicity [lemma, in Coqtail.Complex.Croot_n]
Cpow [definition, in Coqtail.Complex.Cpow]
Cpow [library]
Cpow_add_dev [lemma, in Coqtail.Complex.Cpow_plus]
Cpow_Cim_4_3 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cre_4_3 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cim_4_2 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cre_4_2 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cim_4_1 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cre_4_1 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cim_4_0 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cre_4_0 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cim_0 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cre_0 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_Cre_Cim_0 [lemma, in Coqtail.Complex.Cprop_base]
Cpow_neq_compat [lemma, in Coqtail.Complex.Cprop_base]
Cpow_inv [lemma, in Coqtail.Complex.Cprop_base]
Cpow_mul_distr_l [lemma, in Coqtail.Complex.Cpow]
Cpow_mul [lemma, in Coqtail.Complex.Cpow]
Cpow_add [lemma, in Coqtail.Complex.Cpow]
Cpow_S [lemma, in Coqtail.Complex.Cpow]
Cpow_0 [lemma, in Coqtail.Complex.Cpow]
Cpow_plus [library]
Cproj_right [lemma, in Coqtail.Complex.Cbase]
Cprop_base [library]
Cpser [definition, in Coqtail.Complex.Cpser_def]
Cpser_unique_extentionality [lemma, in Coqtail.Complex.Cpser_base_facts]
Cpser_derive_finite_sum [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_partial_sum_derive [definition, in Coqtail.Complex.Cpser_facts]
Cpser_infinite_cv_radius_caracterization [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_finite_cv_radius_caracterization [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_bound_criteria [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_alembert_prelim4 [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_alembert_prelim3 [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_alembert_prelim2 [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_alembert_prelim [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_abel2 [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_abel2_prelim [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_abel [lemma, in Coqtail.Complex.Cpser_facts]
Cpser_norm [definition, in Coqtail.Complex.Cpser_def]
Cpser_facts [library]
Cpser_def [library]
Cpser_base_facts [library]
CRadd_scal_eq_compat [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRadd_eq_compat [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
Cre [definition, in Coqtail.Complex.Cdefinitions]
CReals [module, in Coqtail.Fresh.Reals.Raxiom]
CReals.IPR [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.IZR [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.R [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Radd [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Radd_0_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Radd_opp_r [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Radd_assoc [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Radd_comm [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Radd_eq_compat_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Radd_lt_compat_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rcomplete [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rdiscr [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rdist [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rdiv [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Req [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Req_lt_compat_r [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Req_lt_compat_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rge [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rgt [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rinv [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rinv_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rinv_0_lt_compat [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rle [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rlt [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rlt_0_1 [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rlt_asym [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rlt_trans [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rmul [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rmul_1_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rmul_assoc [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rmul_comm [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rmul_add_distr_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rmul_eq_compat_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rmul_lt_compat_l [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Ropp [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rseq_cv [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rseq_Cauchy [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rsub [definition, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rup [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.Rup_spec [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.R0 [axiom, in Coqtail.Fresh.Reals.Raxiom]
CReals.R1 [axiom, in Coqtail.Fresh.Reals.Raxiom]
_ / _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ - _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ > _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ >= _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ <= _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ ## _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ == _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
- _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ * _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ + _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
_ < _ (R_scope) [notation, in Coqtail.Fresh.Reals.Raxiom]
Crev_distr [lemma, in Coqtail.Complex.Cbase]
Cre_le_Cnorm [lemma, in Coqtail.Complex.Cnorm]
Cre_div_compat [lemma, in Coqtail.Complex.Cprop_base]
Cre_INC_INR [lemma, in Coqtail.Complex.Cprop_base]
Cre_inv_compat_0 [lemma, in Coqtail.Complex.Cprop_base]
Cre_mul [lemma, in Coqtail.Complex.Cprop_base]
Cre_let_2 [lemma, in Coqtail.Complex.Cprop_base]
Cre_let_1 [lemma, in Coqtail.Complex.Cprop_base]
Cre_INC_pos [lemma, in Coqtail.Complex.Cprop_base]
Cre_add_distr [lemma, in Coqtail.Complex.Cprop_base]
Cre_mult_compat_r [lemma, in Coqtail.Complex.Cprop_base]
Cre_mult_compat_l [lemma, in Coqtail.Complex.Cprop_base]
Cre_Cpow_S2 [lemma, in Coqtail.Complex.Cexp]
Cre_Cpow_2 [lemma, in Coqtail.Complex.Cexp]
Cre_eq_compat [lemma, in Coqtail.Complex.Cbase]
Cre_scal_compat [lemma, in Coqtail.Complex.Cbase]
Cre_minus_compat [lemma, in Coqtail.Complex.Cbase]
Cre_add_compat [lemma, in Coqtail.Complex.Cbase]
Cre_opp_compat [lemma, in Coqtail.Complex.Cbase]
Cre_simpl [lemma, in Coqtail.Complex.Cbase]
Cring [lemma, in Coqtail.Complex.Ctacfield]
CRmul_scal_compat [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRnatmul [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
Croot_pol_2 [lemma, in Coqtail.Complex.Croot_n]
Croot_sqrt_pos_plus [lemma, in Coqtail.Complex.Croot_n]
Croot_sqrt_pos [lemma, in Coqtail.Complex.Croot_n]
Croot_n [library]
CRpow [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRpow_simpl [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRscal_add_eq_compat [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRscal_mult_scal_one [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRscal_eq_compat [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRsum [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRsum_scal_compat [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRsum_add_compat [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRsum_eq_compat [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRsum_eq_compat_weak [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRsum_reindex [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRsum_simpl_r [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
CRsum_simpl [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
Cscal [definition, in Coqtail.Complex.Cdefinitions]
Cscal_assoc [lemma, in Coqtail.Complex.Cbase]
Cscal_distr_R_r [lemma, in Coqtail.Complex.Cbase]
Cscal_distr_C_l [lemma, in Coqtail.Complex.Cbase]
Cscal_1 [lemma, in Coqtail.Complex.Cbase]
Cseq [definition, in Coqtail.Complex.Csequence_def]
Csequence [library]
Csequence_def [library]
Csequence_facts [library]
Cseq_norm_Rseq [lemma, in Coqtail.Complex.Cpser_facts]
Cseq_cv_div_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.Hv [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.Hu [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.lv [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.lu [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.Vn [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.Un [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus [section, in Coqtail.Complex.Csequence_facts]
Cseq_cv_unique [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_re_im_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_im_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_re_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_inv_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_mult_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_minus_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv.Hv [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv.Hu [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv.lv [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv.lu [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv.Vn [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv.Un [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv [section, in Coqtail.Complex.Csequence_facts]
Cseq_cv_opp_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_add_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_cnorm_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cst_cv [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_eq_compat [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_bound [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.Hv [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.Hu [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.lv [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.lu [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.Vn [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.Un [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl [section, in Coqtail.Complex.Csequence_facts]
Cseq_Rseq_Rseq_equiv [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_cv_R_to_C.lu [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_R_to_C.Un [variable, in Coqtail.Complex.Csequence_facts]
Cseq_cv_R_to_C [section, in Coqtail.Complex.Csequence_facts]
Cseq_cv_asymptotic [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_asymptotic2 [definition, in Coqtail.Complex.Csequence_facts]
Cseq_asymptotic [definition, in Coqtail.Complex.Csequence_facts]
Cseq_asymptotic [section, in Coqtail.Complex.Csequence_facts]
Cseq_partial_bound [lemma, in Coqtail.Complex.Csequence_facts]
Cseq_partial.Un [variable, in Coqtail.Complex.Csequence_facts]
Cseq_partial [section, in Coqtail.Complex.Csequence_facts]
Cseq_cv [definition, in Coqtail.Complex.Csequence_def]
Cseq_bound [definition, in Coqtail.Complex.Csequence_def]
Cseq_neq_0 [definition, in Coqtail.Complex.Csequence_def]
Cseq_eventually2 [definition, in Coqtail.Complex.Csequence_def]
Cseq_eventually [definition, in Coqtail.Complex.Csequence_def]
Cseq_shifts [definition, in Coqtail.Complex.Csequence_def]
Cseq_shift [definition, in Coqtail.Complex.Csequence_def]
Cseq_norm [definition, in Coqtail.Complex.Csequence_def]
Cseq_div [definition, in Coqtail.Complex.Csequence_def]
Cseq_minus [definition, in Coqtail.Complex.Csequence_def]
Cseq_sum [definition, in Coqtail.Complex.Csequence_def]
Cseq_inv [definition, in Coqtail.Complex.Csequence_def]
Cseq_opp [definition, in Coqtail.Complex.Csequence_def]
Cseq_mult [definition, in Coqtail.Complex.Csequence_def]
Cseq_add [definition, in Coqtail.Complex.Csequence_def]
Cseq_constant [definition, in Coqtail.Complex.Csequence_def]
Cseries [library]
Cseries_facts [library]
Cser_cv_eq_compat [lemma, in Coqtail.Complex.Cseries_facts]
Cser_cv_unique [lemma, in Coqtail.Complex.Cseries_facts]
Cser_cv_re_im_compat [lemma, in Coqtail.Complex.Cseries_facts]
Cser_cv_im_compat [lemma, in Coqtail.Complex.Cseries_facts]
Cser_cv_re_compat [lemma, in Coqtail.Complex.Cseries_facts]
Cser_rem [definition, in Coqtail.Complex.Cseries]
Cser_abs_bound [definition, in Coqtail.Complex.Cseries]
Cser_bound [definition, in Coqtail.Complex.Cseries]
Cser_cv_infty [definition, in Coqtail.Complex.Cseries]
Cser_abs_cv [definition, in Coqtail.Complex.Cseries]
Cser_cv [definition, in Coqtail.Complex.Cseries]
Csigma [definition, in Coqtail.Complex.CFsequence_facts]
Csigma_split [lemma, in Coqtail.Complex.CFsequence_facts]
cst [constructor, in Coqtail.Reals.Dequa.Dequa_def]
Csum_eq_compat [lemma, in Coqtail.Complex.Cseries_facts]
Csum_eq_compat_weak [lemma, in Coqtail.Complex.Cseries_facts]
Ctacfield [library]
CVN_r [definition, in Coqtail.Complex.Cmet]
CVN_CVU_boule [lemma, in Coqtail.Complex.CFsequence_facts]
CVN_CVU_interv [lemma, in Coqtail.Reals.RFsequence_facts]
CVU_continuity_boule [lemma, in Coqtail.Complex.CFsequence_facts]
Cv_radius_weak [definition, in Coqtail.Reals.Rpser.Rpser_def]
Cv_radius_weak_minus [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_opp [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_plus [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_padding_neg_compat [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_padding_pos_compat [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_le_compat [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_Cnorm_compat2 [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_Cnorm_compat [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_Cnorm_compat_rev2 [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_Cnorm_compat_rev [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_0 [lemma, in Coqtail.Complex.Cpser_base_facts]
Cv_radius_weak_nth_derivable_compat_rev [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Cv_radius_weak_nth_derivable_compat [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Cv_radius_weak_prod_compat [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Cv_radius_weak_derivable_compat_rev [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Cv_radius_weak_derivable_compat [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Cv_radius_weak_derivable_compat [lemma, in Coqtail.Complex.Cpser_facts]
Cv_radius_weak_zip_r2 [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_zip_r1 [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_zip_l [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_prod_prelim [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_alt [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_minus [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_opp [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_plus [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_abs [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_scal [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_expand_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_shift_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_shifts_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_le_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_Rabs [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_subseq_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_0 [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak_ext [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Cv_radius_weak [definition, in Coqtail.Complex.Cpser_def]
C_power_theory [lemma, in Coqtail.Complex.Ctacfield]
C_met [definition, in Coqtail.Complex.Cmet]
C_dist_eq [lemma, in Coqtail.Complex.Cmet]
C_dist_plus [lemma, in Coqtail.Complex.Cmet]
C_dist_tri [lemma, in Coqtail.Complex.Cmet]
C_dist_refl [lemma, in Coqtail.Complex.Cmet]
C_dist_sym [lemma, in Coqtail.Complex.Cmet]
C_dist_pos [lemma, in Coqtail.Complex.Cmet]
C_dist [definition, in Coqtail.Complex.Cmet]
C_Rball_infty [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
C_infty [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
C_Rball [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
C_S [constructor, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
C_0 [constructor, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
C_infty_exp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
C_infty_cos [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
C_infty_sin [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
C_cos_sin [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
C_infty_monomial [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
C_infty_id [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
C_infty_const [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
C_infty_zero [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
C_Sn [constructor, in Coqtail.Reals.Ediff.Evect]
C_0 [constructor, in Coqtail.Reals.Ediff.Evect]
C_continuity [lemma, in Coqtail.Reals.Cauchy_lipschitz]
C_Sm_derive_C_m [lemma, in Coqtail.Reals.Cauchy_lipschitz]
C_Sn_derivable [lemma, in Coqtail.Reals.Cauchy_lipschitz]
C_infty_comp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_infty_mult [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_infty_mult [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_infty_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_infty_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_infty_minus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_infty_minus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_infty_plus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_infty_plus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_infty_opp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_infty_opp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_derive [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_derive [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_comp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_mult [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_mult [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_minus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_minus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_plus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_plus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_opp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_opp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_le [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_le [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_pred [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_pred [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_C_Rball [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_infty_implies_D_Rball_infty [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_implies_D_Rball [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_infty_implies_D_infty [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_implies_D [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_Rball_ext [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C_ext [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
C0 [definition, in Coqtail.Complex.Cdefinitions]
C0_sticking_two_pt [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
C0_sticking_one_pt_strong [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
C0_sticking_one_pt [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
C0_pow [lemma, in Coqtail.Complex.Cpow]
C0_norm_R0 [lemma, in Coqtail.Complex.Cbase]
C0_neq_R0_neq [lemma, in Coqtail.Complex.Cbase]
C1 [definition, in Coqtail.Complex.Cdefinitions]
C1_continuation_derive_continuous [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
C1_continuation_derive_eq [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
C1_continuation_eq [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
C1_continuation_derive [definition, in Coqtail.mytheories.myReals.MyRfunctions]
C1_continuation [definition, in Coqtail.mytheories.myReals.MyRfunctions]
C1_neq_C0 [lemma, in Coqtail.Complex.Cbase]


D

D [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
d [definition, in Coqtail.Reals.Rzeta2]
D [definition, in Coqtail.Reals.Finite_Calculus.Definitions]
Dadd [lemma, in Coqtail.Complex.Cderiv]
Db_S [constructor, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Db_0 [constructor, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
DClass [inductive, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
DClass_Rball [inductive, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Dcomp [lemma, in Coqtail.Complex.Cderiv]
Dconst [lemma, in Coqtail.Complex.Cderiv]
decreasing [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
decreasing_in_opp_rev [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
decreasing_in_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
decreasing_interval_image [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
decreasing_in_Rmax_simpl [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
decreasing_in_Rmin_simpl [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
decreasing_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
decreasing_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
decreasing_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
decreasing_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
defaut_relation_Req [instance, in Coqtail.Reals.Raxioms.Rcauchy]
Definitions [section, in Coqtail.Reals.Logic.Rmarkov]
Definitions [section, in Coqtail.Reals.Hopital]
definitions [library]
Definitions [library]
Definitions.E [variable, in Coqtail.Reals.Logic.Rmarkov]
Definitions.f [variable, in Coqtail.Reals.Logic.Rmarkov]
Definitions.f_is_false.Hf [variable, in Coqtail.Reals.Logic.Rmarkov]
Definitions.f_is_false [section, in Coqtail.Reals.Logic.Rmarkov]
Definitions.l_not_zero.Hl [variable, in Coqtail.Reals.Logic.Rmarkov]
Definitions.l_not_zero [section, in Coqtail.Reals.Logic.Rmarkov]
Definitions.l_is_zero.Hl [variable, in Coqtail.Reals.Logic.Rmarkov]
Definitions.l_is_zero [section, in Coqtail.Reals.Logic.Rmarkov]
dense [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
dense_Rball [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
dense_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
dense_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
deprived [definition, in Coqtail.Graphs.definitions]
Dequa_facts [library]
Dequa_quote [library]
Dequa_def [library]
Dequa_examples [library]
derivable [definition, in Coqtail.Complex.Canalysis_def]
derivable_pt_recip_interv [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
derivable_pt_in_reciprocal_interval_rev [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
derivable_pt_in_reciprocal_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
derivable_pt_lim_in_reciprocal_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
derivable_pt_lim_in_reciprocal_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
derivable_sum [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_sum [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_lim_sum [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_sum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_Rball_sum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_lim_in_sum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_lim_sum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_weaksum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_lim_weaksum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_Rball_weaksum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_in_weaksum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_lim_in_weaksum_r_strong [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_lim_Rball_change [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_pt_lim_in_weaksum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derivable_nth_derive_Rball [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
derivable_nth_derive [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
derivable_open_interval_tan [lemma, in Coqtail.Reals.Rtrigo_facts]
derivable_Rball [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derivable_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derivable_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derivable_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derivable_pt_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derivable_pt_lim_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derivable_Cpow [lemma, in Coqtail.Complex.Canalysis_basic_facts]
derivable_sum_f_C0 [lemma, in Coqtail.Complex.Canalysis_basic_facts]
derivable_pt_lim_partial_sum [lemma, in Coqtail.Complex.Canalysis_basic_facts]
derivable_pt_lim_sum_f_C0 [lemma, in Coqtail.Complex.Canalysis_basic_facts]
derivable_pt_lim_gt_pser [lemma, in Coqtail.Complex.Canalysis_basic_facts]
derivable_pt_lim_Cpow [lemma, in Coqtail.Complex.Canalysis_basic_facts]
derivable_Rball_comp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_Rball_comp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_Rball_comp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_div [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_div [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_div [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_inv [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_inv [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_inv [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_mult [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_mult [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_mult [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_minus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_minus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_minus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_plus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_plus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_plus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_scal [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_scal [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_scal [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_const [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_const [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_const [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_derive_pt_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_derive_pt_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_derive_Rball [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_derive_pt_Rball [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_continuity_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_continuity_pt_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_open_interval_derivable [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_Rball_derivable_pt [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_Rball_pt_lim [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_open_interval_pt [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_open_interval_pt_lim [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_Rball_uniqueness [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_open_interval_uniqueness [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_interval_uniqueness [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_uniqueness [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_derivable_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_derivable_pt_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_derivable_pt_lim_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_in_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_in_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derivable_pt_lim_in_id [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_facts]
derivable_arctan_pos [lemma, in Coqtail.Reals.Ratan]
derivable_atan [lemma, in Coqtail.Reals.Ratan]
derivable_pt_lim_atan [lemma, in Coqtail.Reals.Ratan]
derivable_pt_lim_sum [lemma, in Coqtail.Complex.Cpser_facts]
derivable_pt_lim_sum_r [lemma, in Coqtail.Complex.Cpser_facts]
derivable_pt_lim_weaksum_r [lemma, in Coqtail.Complex.Cpser_facts]
derivable_in_id [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_usual]
derivable_pt_in_id [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_usual]
derivable_pt_lim_in_id [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_usual]
derivable_Rball_arctan_sum [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_pt_lim_Rball_arctan_sum [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_sine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_cosine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_pt_sine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_pt_cosine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_pt_Rexp [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_pt_lim_sine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_pt_lim_cosine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_pt_lim_Rexp [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derivable_ext [lemma, in Coqtail.Reals.Rextensionality]
derivable_pt_ext [lemma, in Coqtail.Reals.Rextensionality]
derivable_pt_lim_ext [lemma, in Coqtail.Reals.Rextensionality]
derivable_id [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_scal [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_const [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_mult [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_minus [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_opp [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_add [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_id [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_scal [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_const [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_mult [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_minus [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_opp [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_add [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_comp [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_id [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_scal [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_mult [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_const [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_minus [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_opp [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_add [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_differentiable_pt [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_differentiable_pt_abs [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_continuous [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_continuous_pt [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_derive [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_lim_D_in [lemma, in Coqtail.Complex.Canalysis_deriv]
derivable_pt_continuity_Riemann_implies_C1 [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
derivable_primitive [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
derivable_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
derivable_pt_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
derivable_pt_lim_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
derivable_on_interval [definition, in Coqtail.Reals.Hopital]
derivable_pt_lim_Cexp [lemma, in Coqtail.Complex.Cexp]
derivable_pt [definition, in Coqtail.Complex.Canalysis_def]
derivable_pt_abs [definition, in Coqtail.Complex.Canalysis_def]
derivable_pt_lim [definition, in Coqtail.Complex.Canalysis_def]
derive [definition, in Coqtail.Complex.Canalysis_def]
derive_pt_recip_interv_prelim1_1 [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
derive_pt_recip_interv_prelim1_0 [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
derive_pt_recip_interv_prelim0 [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
derive_pt_sum [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derive_Rball_sum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derive_Rball_weaksum_r [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
derive_pt_sin [lemma, in Coqtail.Reals.Rtrigo_facts]
derive_pt_cos [lemma, in Coqtail.Reals.Rtrigo_facts]
derive_open_interval_tan_strong [lemma, in Coqtail.Reals.Rtrigo_facts]
derive_open_interval_tan [lemma, in Coqtail.Reals.Rtrigo_facts]
derive_pt_tan [lemma, in Coqtail.Reals.Rtrigo_facts]
derive_Rball [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derive_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derive_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derive_pt_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
derive_Rball_div [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_Rball_div [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_inv [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_Rball_inv [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_mult [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_Rball_mult [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_minus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_Rball_minus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_plus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_Rball_plus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_Rball_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_scal [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_Rball_scal [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_const [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_Rball_const [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_derive_Rball [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_in_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_in_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_derivable_pt_lim_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_derive [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_Rball_pt [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_open_interval_derive_pt [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_open_interval_derive [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_open_interval_pt [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_open_interval_unfold [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_pt_in_open_interval_uniqueness [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_derivability]
derive_open_interval_pos_strictly_increasing_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_facts]
derive_pt_comp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_facts]
derive_pt_minus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_facts]
derive_pt_const [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_facts]
derive_pt_id [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_facts]
derive_pt_atan [lemma, in Coqtail.Reals.Ratan]
derive_pt_open_interval_id [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_usual]
derive_pt_cosine_sine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derive_pt_sine_cosine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
derive_ext [lemma, in Coqtail.Reals.Rextensionality]
derive_pt_ext [lemma, in Coqtail.Reals.Rextensionality]
derive_pt_D_in [lemma, in Coqtail.Complex.Canalysis_deriv]
derive_pt_eq_1 [lemma, in Coqtail.Complex.Canalysis_deriv]
derive_pt_eq_0 [lemma, in Coqtail.Complex.Canalysis_deriv]
derive_pt_eq [lemma, in Coqtail.Complex.Canalysis_deriv]
derive_pt_RiemannInt_1 [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
derive_pt_RiemannInt [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
derive_pt_comp_Ropp [lemma, in Coqtail.Reals.Hopital]
derive_pt [definition, in Coqtail.Complex.Canalysis_def]
Deriv_sine [definition, in Coqtail.Reals.Rpser.Rpser_usual]
Deriv_cosine [definition, in Coqtail.Reals.Rpser.Rpser_usual]
Deriv_Rexp [definition, in Coqtail.Reals.Rpser.Rpser_usual]
Deriv_sin_seq_simpl [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Deriv_cos_seq_simpl [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Deriv_exp_seq_simpl [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Deriv_Cexp [definition, in Coqtail.Complex.Cexp]
Deriv_exp_seq_simpl [lemma, in Coqtail.Complex.Cexp]
De_Moivre_equiv [lemma, in Coqtail.Reals.RStirling]
De_Moivre.Qn [variable, in Coqtail.Reals.RStirling]
De_Moivre.Sn [variable, in Coqtail.Reals.RStirling]
De_Moivre.Rn [variable, in Coqtail.Reals.RStirling]
De_Moivre.Tn [variable, in Coqtail.Reals.RStirling]
De_Moivre.Vn [variable, in Coqtail.Reals.RStirling]
De_Moivre.Un [variable, in Coqtail.Reals.RStirling]
De_Moivre [section, in Coqtail.Reals.RStirling]
Dfn_CVU_implies_Df_exists [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
Dgf [definition, in Coqtail.Complex.Cmet]
diagonal_not_in [lemma, in Coqtail.Reals.Logic.Runcountable]
diagonal_dist [lemma, in Coqtail.Reals.Logic.Runcountable]
diagonal_included_r [lemma, in Coqtail.Reals.Logic.Runcountable]
diagonal_included_l [lemma, in Coqtail.Reals.Logic.Runcountable]
diagonal_compat [lemma, in Coqtail.Reals.Logic.Runcountable]
dicho_diff_cv [lemma, in Coqtail.Reals.RIVT]
dicho_interval_compat [lemma, in Coqtail.Reals.RIVT]
dicho_steps_interval_compat [lemma, in Coqtail.Reals.RIVT]
difference_consecutive_triangle [lemma, in Coqtail.Reals.Triangular]
differentiable [definition, in Coqtail.Complex.Canalysis_def]
differentiable_pt_lim_id [lemma, in Coqtail.Complex.Canalysis_diff]
differentiable_pt_lim_scal [lemma, in Coqtail.Complex.Canalysis_diff]
differentiable_pt_lim_mult [lemma, in Coqtail.Complex.Canalysis_diff]
differentiable_pt_lim_const [lemma, in Coqtail.Complex.Canalysis_diff]
differentiable_pt_lim_minus [lemma, in Coqtail.Complex.Canalysis_diff]
differentiable_pt_lim_opp [lemma, in Coqtail.Complex.Canalysis_diff]
differentiable_pt_lim_plus [lemma, in Coqtail.Complex.Canalysis_diff]
differentiable_continuous_along_axis [lemma, in Coqtail.Complex.Canalysis_diff]
differentiable_pt [definition, in Coqtail.Complex.Canalysis_def]
differentiable_pt_abs [definition, in Coqtail.Complex.Canalysis_def]
differentiable_pt_lim [definition, in Coqtail.Complex.Canalysis_def]
differential [definition, in Coqtail.Complex.Canalysis_def]
differential_pt_eq_1 [lemma, in Coqtail.Complex.Canalysis_diff]
differential_pt_eq_0 [lemma, in Coqtail.Complex.Canalysis_diff]
differential_pt_eq [lemma, in Coqtail.Complex.Canalysis_diff]
differential_pt [definition, in Coqtail.Complex.Canalysis_def]
diff_equa [definition, in Coqtail.Reals.Dequa.Dequa_def]
diff_equa_exp [lemma, in Coqtail.Reals.Dequa.Dequa_examples]
diff_equa_sin [lemma, in Coqtail.Reals.Dequa.Dequa_examples]
diff_equa_cos [lemma, in Coqtail.Reals.Dequa.Dequa_examples]
diff_inv_snssn [lemma, in Coqtail.Reals.Triangular]
dim [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
Dinfty [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
discrete [definition, in Coqtail.Topology.Topology]
discrete_topology [instance, in Coqtail.Topology.Topology]
discrete_union_stable [lemma, in Coqtail.Topology.Topology]
discrete_intersection_stable [lemma, in Coqtail.Topology.Topology]
discrete_open_full_set [lemma, in Coqtail.Topology.Topology]
discrete_open_empty_set [lemma, in Coqtail.Topology.Topology]
Discrete_Topology.set [variable, in Coqtail.Topology.Topology]
Discrete_Topology.U [variable, in Coqtail.Topology.Topology]
Discrete_Topology [section, in Coqtail.Topology.Topology]
disjoints [lemma, in Coqtail.Arith.Modulo]
disjoints_prelim [lemma, in Coqtail.Arith.Modulo]
Disjoint_downward_closed [lemma, in Coqtail.Sets.My_Sets_facts]
disjonction_exists [lemma, in Coqtail.Topology.Topology]
dist_2_pos [lemma, in Coqtail.mytheories.myReals.MyRIneq]
divide [definition, in Coqtail.Arith.Hurwitz_def]
divide_eqm [lemma, in Coqtail.Arith.Zeqm]
div_eq_inv [lemma, in Coqtail.Complex.Canalysis_cont]
div_real_fct [definition, in Coqtail.Complex.Canalysis_def]
div_fct [definition, in Coqtail.Complex.Canalysis_def]
DL_sqrt_1 [lemma, in Coqtail.Reals.Wallis]
Dminus [lemma, in Coqtail.Complex.Cderiv]
Dmult [lemma, in Coqtail.Complex.Cderiv]
Dmult_const [lemma, in Coqtail.Complex.Cderiv]
Dn [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Dn [definition, in Coqtail.Reals.Logic.Runcountable]
Dn_Rball [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
Dopp [lemma, in Coqtail.Complex.Cderiv]
Dpow [definition, in Coqtail.Reals.Ranalysis.Ranalysis_usual]
Dx [lemma, in Coqtail.Complex.Cderiv]
dyadic [definition, in Coqtail.Reals.Raxioms.Raxioms]
D_x [definition, in Coqtail.Complex.Cmet]
D_in [definition, in Coqtail.Complex.Cderiv]
D_x [definition, in Coqtail.Complex.Cderiv]
D_Rball_infty [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
D_infty [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
D_Rball [definition, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
D_S [constructor, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
D_0 [constructor, in Coqtail.Reals.Ranalysis.Rfunction_classes_def]
D_Rball_infty_Rpser [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
D_infty_Rpser [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_usual]
d_not_null [lemma, in Coqtail.Reals.Rzeta2]
D_Fp_S_simpl [lemma, in Coqtail.Reals.Finite_Calculus.Definitions]
D_minus_compat [lemma, in Coqtail.Reals.Finite_Calculus.Definitions]
D_plus_compat [lemma, in Coqtail.Reals.Finite_Calculus.Definitions]
D_opp_compat [lemma, in Coqtail.Reals.Finite_Calculus.Definitions]
D_x_covariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
D_infty_comp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_infty_mult [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_infty_mult [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_infty_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_infty_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_infty_minus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_infty_minus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_infty_plus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_infty_plus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_infty_opp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_infty_opp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_derive [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_derive [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_comp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_mult [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_mult [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_minus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_minus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_plus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_plus [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_opp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_opp [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_le [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_le [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_pred [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_pred [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_S_implies_C_Rball [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_infty_implies_C_infty [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_S_implies_C [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_Rball_ext [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
D_ext [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
d' [definition, in Coqtail.Reals.Rzeta2]


E

e [definition, in Coqtail.Reals.Reirr]
edge [definition, in Coqtail.Graphs.definitions]
edges [definition, in Coqtail.Graphs.definitions]
edges_to_adjacences_b_c [constructor, in Coqtail.Graphs.definitions]
edges_to_adjacences_b_nil [constructor, in Coqtail.Graphs.definitions]
edges_adjacence_nil [constructor, in Coqtail.Graphs.definitions]
edges_to_adjacences [inductive, in Coqtail.Graphs.definitions]
edges_to_path [definition, in Coqtail.Graphs.definitions]
edges_to_path_back [lemma, in Coqtail.Graphs.definitions]
edges_to_path2_path [lemma, in Coqtail.Graphs.definitions]
edges_to_path2_stable [lemma, in Coqtail.Graphs.definitions]
edges_to_path2_Sn [constructor, in Coqtail.Graphs.definitions]
edges_to_path2_0 [constructor, in Coqtail.Graphs.definitions]
edges_to_path2 [inductive, in Coqtail.Graphs.definitions]
edge_dec [lemma, in Coqtail.Graphs.definitions]
effective_empty [lemma, in Coqtail.Topology.Topology]
egality_case_sum_of_four_squares [lemma, in Coqtail.Arith.Lagrange_four_square]
egality_case_sum_of_four [lemma, in Coqtail.Arith.Lagrange_four_square]
eirr [lemma, in Coqtail.Reals.Reirr]
eirr [section, in Coqtail.Reals.Reirr]
EM [definition, in Coqtail.Fresh.Inhabited.Functions]
EM [axiom, in Coqtail.Topology.Topology]
empty [definition, in Coqtail.Graphs.definitions]
Ensembles [section, in Coqtail.Sets.My_Sets_facts]
Ensembles.U [variable, in Coqtail.Sets.My_Sets_facts]
epsilon [definition, in Coqtail.Fresh.Inhabited.Choice_facts]
epsilon [definition, in Coqtail.Fresh.Inhabited.Examples]
epsilon_2 [lemma, in Coqtail.Reals.Logic.Runcountable]
eq [definition, in Coqtail.Graphs.definitions]
Eqadjacence_edges [lemma, in Coqtail.Graphs.definitions]
Eqedges_adjacences [lemma, in Coqtail.Graphs.definitions]
eqm_square_half [lemma, in Coqtail.Arith.Zeqm]
eqm_mult_compat_r [lemma, in Coqtail.Arith.Zeqm]
eqm_mult_compat_l [lemma, in Coqtail.Arith.Zeqm]
eqm_minus_0 [lemma, in Coqtail.Arith.Zeqm]
eqm_diag [lemma, in Coqtail.Arith.Zeqm]
Eqpath_adjacences [lemma, in Coqtail.Graphs.definitions]
Eqpath_edges [lemma, in Coqtail.Graphs.definitions]
equal_adjacences_trans [lemma, in Coqtail.Graphs.definitions]
equal_adjacences_ref [lemma, in Coqtail.Graphs.definitions]
equal_adjacences_com [lemma, in Coqtail.Graphs.definitions]
equal_adjacences_nil [lemma, in Coqtail.Graphs.definitions]
equal_reduct_adjacences [lemma, in Coqtail.Graphs.definitions]
equal_adjacences [definition, in Coqtail.Graphs.definitions]
equal_graph [definition, in Coqtail.Graphs.definitions]
equal_path [definition, in Coqtail.Graphs.definitions]
equal_list_nil [lemma, in Coqtail.Graphs.definitions]
equal_list [definition, in Coqtail.Graphs.definitions]
equiv_sym [lemma, in Coqtail.Reals.Raxioms.Rcauchy]
equiv_trans [lemma, in Coqtail.Reals.Raxioms.Rcauchy]
equi_binom_add [lemma, in Coqtail.Complex.Cpow_plus]
eq_eqm [lemma, in Coqtail.Arith.Zeqm]
eq_nat_correct [lemma, in Coqtail.Arith.Ndiv]
eq_one_dec [definition, in Coqtail.Fresh.Inhabited.Functions]
eq_rect_eq_nat [lemma, in Coqtail.Arith.PI]
eq_imply [lemma, in Coqtail.Topology.Topology]
eq_IRC_compat [lemma, in Coqtail.Complex.Cprop_base]
eq_Zle [lemma, in Coqtail.mytheories.MyZ]
eucledian_space [record, in Coqtail.Topology.Inner_product]
euclidean_definiteness [projection, in Coqtail.Topology.Inner_product]
euclidean_positiveness [projection, in Coqtail.Topology.Inner_product]
euclidean_left_linearity_plus [projection, in Coqtail.Topology.Inner_product]
euclidean_left_linearity_mult [projection, in Coqtail.Topology.Inner_product]
euclidean_conjugate_symmetry [projection, in Coqtail.Topology.Inner_product]
Euclidean_Space.inner [variable, in Coqtail.Topology.Inner_product]
Euclidean_Space.v [variable, in Coqtail.Topology.Inner_product]
Euclidean_Space.smul [variable, in Coqtail.Topology.Inner_product]
Euclidean_Space.vadd [variable, in Coqtail.Topology.Inner_product]
Euclidean_Space.vO [variable, in Coqtail.Topology.Inner_product]
Euclidean_Space.V [variable, in Coqtail.Topology.Inner_product]
Euclidean_Space [section, in Coqtail.Topology.Inner_product]
euler's_identity [lemma, in Coqtail.Arith.Lagrange_four_square]
Evect [library]
evens [definition, in Coqtail.Reals.Rzeta2]
even_odd_cv [lemma, in Coqtail.Subseq.Subseq]
even_odd_boundedness [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
examples [section, in Coqtail.Reals.Rtactic]
Examples [library]
exists_principal_polar_form [lemma, in Coqtail.Complex.Cpolar]
exists_polar_form [lemma, in Coqtail.Complex.Cpolar]
exists_atan [lemma, in Coqtail.Reals.Ratan]
exist_root_n [lemma, in Coqtail.Complex.Croot_n]
exist_root_n_pos [lemma, in Coqtail.Complex.Croot_n]
exp_remain_sum [lemma, in Coqtail.Reals.Reirr]
exp_pow [lemma, in Coqtail.Reals.RStirling]
exp_infinite_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
exp_seq_neq [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
exp_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
exp_infinite_cv_radius [lemma, in Coqtail.Complex.Cexp]
exp_seq_neq [lemma, in Coqtail.Complex.Cexp]
exp_seq [definition, in Coqtail.Complex.Cexp]
extend_continuously_derive_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_extend]
extend_continuously_derivable_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_extend]
extend_continuously_extends_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_extend]
extend_continuously_extends_open_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_extend]
extend_continuously_continuous [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_extend]
extend_continuously [definition, in Coqtail.Reals.Ranalysis.Ranalysis_extend]
extracted [definition, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
extractor [definition, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
extractor_mult_2 [definition, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
extractor_Rseq_iter_S [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
extractor_S [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
extractor_comp [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
ex_is_inhabited_sig [lemma, in Coqtail.Fresh.Inhabited.Examples]
ex_inhabited_sig [lemma, in Coqtail.Fresh.Inhabited.Examples]
e_is_irrational [lemma, in Coqtail.Reals.Reirr]


F

far_from_zero [lemma, in Coqtail.Reals.Raxioms.Rcauchy]
fct_cte [definition, in Coqtail.Complex.Canalysis_def]
Field [record, in Coqtail.Hierarchy.Type_class_definition]
Field [record, in Coqtail.Hierarchy.Type_class_definition_beta]
fieldoblig [definition, in Coqtail.Reals.Rtactic]
field_commutative_Fp [instance, in Coqtail.Hierarchy.Type_class_instance]
field_Fp [instance, in Coqtail.Hierarchy.Type_class_instance]
field_valued_homogeneity [projection, in Coqtail.Hierarchy.Type_class_definition]
field_valued_triangular_inequality [projection, in Coqtail.Hierarchy.Type_class_definition]
field_valued_separation [projection, in Coqtail.Hierarchy.Type_class_definition]
field_valued_positive [projection, in Coqtail.Hierarchy.Type_class_definition]
field_valued_field_commutative [projection, in Coqtail.Hierarchy.Type_class_definition]
Field_Valued [record, in Coqtail.Hierarchy.Type_class_definition]
field_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
field_comm_field [projection, in Coqtail.Hierarchy.Type_class_definition]
Field_Commutative [record, in Coqtail.Hierarchy.Type_class_definition]
field_distributive_l [projection, in Coqtail.Hierarchy.Type_class_definition]
field_distributive_r [projection, in Coqtail.Hierarchy.Type_class_definition]
field_group_multiplicative [projection, in Coqtail.Hierarchy.Type_class_definition]
field_group_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
field_valued_homogeneity [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_valued_triangular_inequality [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_valued_separation [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_valued_positive [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_valued_eq_compat [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_valued_field_commutative [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Field_Valued [record, in Coqtail.Hierarchy.Type_class_definition_beta]
field_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_comm_field [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Field_Commutative [record, in Coqtail.Hierarchy.Type_class_definition_beta]
field_distributive_l [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_distributive_r [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_group_multiplicative [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
field_group_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
finite [constructor, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
finite_cv_radius [definition, in Coqtail.Reals.Rpser.Rpser_def]
Finite_sets_facts.U [variable, in Coqtail.Sets.My_Finite_sets_facts]
Finite_sets_facts [section, in Coqtail.Sets.My_Finite_sets_facts]
finite_cv_radius_weakening [lemma, in Coqtail.Complex.Cpser_base_facts]
finite_cv_radius_pos [lemma, in Coqtail.Complex.Cpser_base_facts]
finite_sum [definition, in Coqtail.Topology.Vectors]
finite_cv_radius_nth_derivable_compat [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
finite_cv_radius_derivable_compat [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
finite_sum [definition, in Coqtail.Reals.Ediff.Evect]
finite_cv_radius_zip_compat_r [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius_zip_compat_l [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius_weakening [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius_pos [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius_alt_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius_abs_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius_scal_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius_is_lub [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius_ext [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
finite_cv_radius [definition, in Coqtail.Complex.Cpser_def]
FirstGenHopital [section, in Coqtail.Reals.Hopital]
FirstGenHopital_left.Hlimder [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.g_not_0 [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.Zg [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.Zf [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.Cg [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.Cf [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.Dg [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.Df [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.Hab [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.L [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.b [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.a [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.g [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left.f [variable, in Coqtail.Reals.Hopital]
FirstGenHopital_left [section, in Coqtail.Reals.Hopital]
FirstGenHopital.a [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.b [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.Cf [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.Cg [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.Df [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.Dg [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.f [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.g [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.g_not_0 [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.Hab [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.Hlimder [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.L [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.Zf [variable, in Coqtail.Reals.Hopital]
FirstGenHopital.Zg [variable, in Coqtail.Reals.Hopital]
foursquare [definition, in Coqtail.Arith.Lagrange_four_square]
foursquare_prime [lemma, in Coqtail.Arith.Lagrange_four_square]
foursquare_prime_factor_decreasing [lemma, in Coqtail.Arith.Lagrange_four_square]
Fp [section, in Coqtail.Hierarchy.Type_class_instance]
fp [definition, in Coqtail.Reals.Logic.Rmarkov]
Fp [definition, in Coqtail.Reals.Finite_Calculus.Definitions]
Fp.ConstructiveZ [section, in Coqtail.Hierarchy.Type_class_instance]
Fp.ConstructiveZ.P [variable, in Coqtail.Hierarchy.Type_class_instance]
Fp.ConstructiveZ.P_decidable [variable, in Coqtail.Hierarchy.Type_class_instance]
Fp.p [variable, in Coqtail.Hierarchy.Type_class_instance]
Fp.p_prime [variable, in Coqtail.Hierarchy.Type_class_instance]
_ %= _ [notation, in Coqtail.Hierarchy.Type_class_instance]
fully_differentiable_pt_not_derivable_pt [lemma, in Coqtail.Complex.Canalysis_deriv]
fully_differentiable [definition, in Coqtail.Complex.Canalysis_def]
fully_differentiable_pt [definition, in Coqtail.Complex.Canalysis_def]
function [definition, in Coqtail.Topology.TFunctions]
Functions [section, in Coqtail.Topology.TFunctions]
Functions [library]
Functions_extensionality.fg_ext [variable, in Coqtail.Reals.Rextensionality]
Functions_extensionality.g [variable, in Coqtail.Reals.Rextensionality]
Functions_extensionality.f [variable, in Coqtail.Reals.Rextensionality]
Functions_extensionality [section, in Coqtail.Reals.Rextensionality]
Functions.U [variable, in Coqtail.Topology.TFunctions]
Functions.V [variable, in Coqtail.Topology.TFunctions]
fun_prop_bin_add_INC [lemma, in Coqtail.Complex.Cpow_plus]
f_false [lemma, in Coqtail.Reals.Logic.Rmarkov]
f_a_zero [lemma, in Coqtail.Reals.Hopital]


G

genVec [definition, in Coqtail.Vec.Vec_def]
genVec_P [definition, in Coqtail.Vec.Vec_def]
genVec_pr [definition, in Coqtail.Vec.Vec_def]
genVec_cst [definition, in Coqtail.Vec.Vec_def]
genVec_get [lemma, in Coqtail.Vec.Vec_prop]
genVec_P_get [lemma, in Coqtail.Vec.Vec_prop]
genVec_pr_get [lemma, in Coqtail.Vec.Vec_prop]
geometric_sum [lemma, in Coqtail.Reals.Reirr]
ge_trans [lemma, in Coqtail.mytheories.MyNat]
ge_refl [lemma, in Coqtail.mytheories.MyNat]
Graph [definition, in Coqtail.Graphs.definitions]
Group [record, in Coqtail.Hierarchy.Type_class_definition]
Group [record, in Coqtail.Hierarchy.Type_class_definition_beta]
group_multiplicative_Fp [instance, in Coqtail.Hierarchy.Type_class_instance]
group_commutative_Z_nZ [instance, in Coqtail.Hierarchy.Type_class_instance]
group_Z_nZ [instance, in Coqtail.Hierarchy.Type_class_instance]
group_commutative_Z [instance, in Coqtail.Hierarchy.Type_class_instance]
group_Z [instance, in Coqtail.Hierarchy.Type_class_instance]
group_multiplicative_eq_compat_r [projection, in Coqtail.Hierarchy.Type_class_definition]
group_multiplicative_eq_compat_l [projection, in Coqtail.Hierarchy.Type_class_definition]
group_multiplicative_assoc [projection, in Coqtail.Hierarchy.Type_class_definition]
group_multiplicative_reverse [projection, in Coqtail.Hierarchy.Type_class_definition]
group_multiplicative_iden_r [projection, in Coqtail.Hierarchy.Type_class_definition]
group_multiplicative_iden_l [projection, in Coqtail.Hierarchy.Type_class_definition]
group_setoid [projection, in Coqtail.Hierarchy.Type_class_definition]
Group_Multiplicative [record, in Coqtail.Hierarchy.Type_class_definition]
group_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
group_comm_group [projection, in Coqtail.Hierarchy.Type_class_definition]
Group_Commutative [record, in Coqtail.Hierarchy.Type_class_definition]
group_reverse [projection, in Coqtail.Hierarchy.Type_class_definition]
group_monoid [projection, in Coqtail.Hierarchy.Type_class_definition]
group_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
group_comm_group [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Group_Commutative [record, in Coqtail.Hierarchy.Type_class_definition_beta]
group_reverse [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
group_monoid [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
growth_rate [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
growth_rate_Cre [lemma, in Coqtail.Complex.Canalysis_basic_facts]
growth_rate_inv_decomp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate_mult_decomp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate_minus_compat [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate_plus_compat [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate_opp_compat [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate_scal_compat [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate_mult_real_fct_compat [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
growth_rate [definition, in Coqtail.Complex.Canalysis_def]
gt_nth_deriv_Pser [definition, in Coqtail.Reals.Rpser.Rpser_def]
gt_deriv_Pser [definition, in Coqtail.Reals.Rpser.Rpser_def]
gt_abs_pser [definition, in Coqtail.Reals.Rpser.Rpser_def]
gt_pser [definition, in Coqtail.Reals.Rpser.Rpser_def]
gt_abs_pser_prod_le_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_abs_pser_mult_compat_r [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_abs_pser_mult_compat_l [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_abs_pser_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_abs_pser_scal_compat_r [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_abs_pser_scal_compat_l [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_abs_pser_pos [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_prod_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_mult_compat_r [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_mult_compat_l [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_minus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_plus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_scal_compat_r [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_scal_compat_l [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_pser_expand_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
gt_abs_pser_Rseq_abs_compat [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_abs_pser_Rabs_compat [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_abs_pser_ext [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_pser_ext [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_pser_zip_compat [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_abs_pser_unfold [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_abs_pser_le_compat [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_abs_pser_0_ub [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_abs_pser_S [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_abs_pser_1 [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_pser_1 [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_abs_pser_0 [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_pser_0 [lemma, in Coqtail.Reals.Rpser.Rpser_def_simpl]
gt_deriv_pser [definition, in Coqtail.Complex.Cpser_def]
gt_norm_pser [definition, in Coqtail.Complex.Cpser_def]
gt_pser [definition, in Coqtail.Complex.Cpser_def]
g_not_zero2 [lemma, in Coqtail.Reals.Hopital]
g_not_zero [lemma, in Coqtail.Reals.Hopital]
g_a_zero [lemma, in Coqtail.Reals.Hopital]


H

h [projection, in Coqtail.Arith.Hurwitz_def]
hadd [definition, in Coqtail.Arith.Hurwitz_def]
hadd_assoc [lemma, in Coqtail.Arith.Hurwitz_prop]
hadd_comm [lemma, in Coqtail.Arith.Hurwitz_prop]
halfsub [definition, in Coqtail.Arith.Hurwitz_def]
half_mean_0 [lemma, in Coqtail.Reals.Rzeta2]
harmonic_series_equiv [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
has_antecedent [definition, in Coqtail.Arith.Natsets]
Hback [lemma, in Coqtail.Graphs.definitions]
hconj [definition, in Coqtail.Arith.Hurwitz_def]
hconj_hmul [lemma, in Coqtail.Arith.Hurwitz_prop]
hconj_hminus [lemma, in Coqtail.Arith.Hurwitz_prop]
hconj_hadd [lemma, in Coqtail.Arith.Hurwitz_prop]
hconj_hopp [lemma, in Coqtail.Arith.Hurwitz_prop]
hconj_invol [lemma, in Coqtail.Arith.Hurwitz_prop]
HC0_norm_R0 [lemma, in Coqtail.Complex.Cbase]
Hdec [lemma, in Coqtail.Graphs.definitions]
Heq1 [lemma, in Coqtail.Reals.Logic.Rmarkov]
Heq2 [lemma, in Coqtail.Reals.Logic.Rmarkov]
hfdd [definition, in Coqtail.Reals.Rtactic]
hh [definition, in Coqtail.Arith.Hurwitz_def]
hi [definition, in Coqtail.Arith.Hurwitz_def]
HintC0_neq_R0_neq [lemma, in Coqtail.Complex.Cbase]
hj [definition, in Coqtail.Arith.Hurwitz_def]
hk [definition, in Coqtail.Arith.Hurwitz_def]
Hlub [definition, in Coqtail.Reals.Logic.Rmarkov]
Hl_lt_0 [lemma, in Coqtail.Reals.Logic.Rmarkov]
hminus [definition, in Coqtail.Arith.Hurwitz_def]
hmul [definition, in Coqtail.Arith.Hurwitz_def]
hmul_1_r [lemma, in Coqtail.Arith.Hurwitz_prop]
hmul_1_l [lemma, in Coqtail.Arith.Hurwitz_prop]
hmul_assoc [lemma, in Coqtail.Arith.Hurwitz_prop]
hnorm2 [definition, in Coqtail.Arith.Hurwitz_def]
hnorm2_pos [lemma, in Coqtail.Arith.Hurwitz_prop]
hnorm2_hmul [lemma, in Coqtail.Arith.Hurwitz_prop]
hnorm2_hconj [lemma, in Coqtail.Arith.Hurwitz_prop]
hnorm2_IZH [lemma, in Coqtail.Arith.Hurwitz_prop]
Hopital [library]
Hopital_gninf_Lninf_left [lemma, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Hlimder [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Zg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Cg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Cf [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Dg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Df [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Hab [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.b [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.a [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.g [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.f [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left [section, in Coqtail.Reals.Hopital]
Hopital_gninf_Lninf_right [lemma, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Hlimder [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Zg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Cg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Cf [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Dg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Df [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Hab [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.b [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.a [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.g [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.f [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g [section, in Coqtail.Reals.Hopital]
Hopital_gninf_Lpinf_left [lemma, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Hlimder [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Zg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Cg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Cf [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Dg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Df [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Hab [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.b [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.a [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.g [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.f [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left [section, in Coqtail.Reals.Hopital]
Hopital_gninf_Lpinf_right [lemma, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Hlimder [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Zg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Cg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Cf [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Dg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Df [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Hab [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.b [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.a [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.g [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.f [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos [section, in Coqtail.Reals.Hopital]
Hopital_infinite_inf_neg_lpos_useless [lemma, in Coqtail.Reals.Hopital]
Hopital_gpinf_Lninf_left [lemma, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Hlimder [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Zg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Cg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Cf [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Dg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Df [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Hab [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.b [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.a [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.g [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.f [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left [section, in Coqtail.Reals.Hopital]
Hopital_gpinf_Lninf_right [lemma, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Hlimder [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Zg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Cg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Cf [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Dg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Df [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Hab [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.b [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.a [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.g [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg.f [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_neg [section, in Coqtail.Reals.Hopital]
Hopital_gpinf_Lpinf_left [lemma, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Hlimder [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Zg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Cg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Cf [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Dg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Df [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Hab [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.b [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.a [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.g [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.f [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left [section, in Coqtail.Reals.Hopital]
Hopital_gpinf_Lpinf_right [lemma, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Hlimder [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Zg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Cg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Cf [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Dg [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Df [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Hab [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.b [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.a [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.g [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos.f [variable, in Coqtail.Reals.Hopital]
Hopital_infinite_pos [section, in Coqtail.Reals.Hopital]
Hopital_g0_Lninf_left [lemma, in Coqtail.Reals.Hopital]
Hopital_g0_Lninf_right [lemma, in Coqtail.Reals.Hopital]
Hopital_g0_Lpinf_left [lemma, in Coqtail.Reals.Hopital]
Hopital_g0_Lpinf_right [lemma, in Coqtail.Reals.Hopital]
Hopital_gninf_Lfin_left [lemma, in Coqtail.Reals.Hopital]
Hopital_gninf_Lfin_right [lemma, in Coqtail.Reals.Hopital]
Hopital_gpinf_Lfin_left [lemma, in Coqtail.Reals.Hopital]
Hopital_gpinf_Lfin_right [lemma, in Coqtail.Reals.Hopital]
Hopital_g0_Lfin_left [lemma, in Coqtail.Reals.Hopital]
Hopital_g0_Lfin_right [lemma, in Coqtail.Reals.Hopital]
hopp [definition, in Coqtail.Arith.Hurwitz_def]
hopp_hadd_hminus [lemma, in Coqtail.Arith.Hurwitz_prop]
hopp_hadd_distrib [lemma, in Coqtail.Arith.Hurwitz_prop]
hopp_invol [lemma, in Coqtail.Arith.Hurwitz_prop]
Hreflexive [lemma, in Coqtail.Graphs.definitions]
hsmul [definition, in Coqtail.Arith.Hurwitz_def]
Htrans [lemma, in Coqtail.Graphs.definitions]
Hunique [lemma, in Coqtail.Graphs.definitions]
Hurwitz [record, in Coqtail.Arith.Hurwitz_def]
Hurwitz_dec [lemma, in Coqtail.Arith.Hurwitz_prop]
Hurwitz_def [library]
Hurwitz_prop [library]
H_unit_characterization [lemma, in Coqtail.Arith.Hurwitz_prop]
H_unit_dec [lemma, in Coqtail.Arith.Hurwitz_prop]
H_unit_is_unit [lemma, in Coqtail.Arith.Hurwitz_prop]
h_Zle_hnorm2 [lemma, in Coqtail.Arith.Hurwitz_prop]
H_unit_h [constructor, in Coqtail.Arith.Hurwitz_def]
H_unit_k [constructor, in Coqtail.Arith.Hurwitz_def]
H_unit_j [constructor, in Coqtail.Arith.Hurwitz_def]
H_unit_i [constructor, in Coqtail.Arith.Hurwitz_def]
H_unit_1 [constructor, in Coqtail.Arith.Hurwitz_def]
H_unit [inductive, in Coqtail.Arith.Hurwitz_def]
h1 [definition, in Coqtail.Arith.Hurwitz_def]


I

i [projection, in Coqtail.Arith.Hurwitz_def]
IBN [definition, in Coqtail.Arith.Natsets]
icvr_properties.rBn [variable, in Coqtail.Reals.Rpser.Rpser_base_facts]
icvr_properties.rAn [variable, in Coqtail.Reals.Rpser.Rpser_base_facts]
icvr_properties.Bn [variable, in Coqtail.Reals.Rpser.Rpser_base_facts]
icvr_properties.An [variable, in Coqtail.Reals.Rpser.Rpser_base_facts]
icvr_properties [section, in Coqtail.Reals.Rpser.Rpser_base_facts]
id [definition, in Coqtail.Complex.Canalysis_def]
identite [lemma, in Coqtail.Reals.Reirr]
identite1 [lemma, in Coqtail.Reals.Reirr]
identity [definition, in Coqtail.Reals.Rpser.Rpser_usual]
identity_is_id [lemma, in Coqtail.Reals.Dequa.Dequa_examples]
identity_infinite_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
identity_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
Image [inductive, in Coqtail.Topology.TFunctions]
image [definition, in Coqtail.Arith.Natsets]
Image_in_arrival_space [lemma, in Coqtail.Topology.TFunctions]
Image_intro [constructor, in Coqtail.Topology.TFunctions]
image_injective_plus_one [lemma, in Coqtail.Arith.Natsets]
image_false_pr [lemma, in Coqtail.Arith.Natsets]
image_true_pr [lemma, in Coqtail.Arith.Natsets]
image_false [lemma, in Coqtail.Arith.Natsets]
image_true [lemma, in Coqtail.Arith.Natsets]
In [definition, in Coqtail.Topology.Sets]
INC [definition, in Coqtail.Complex.Cdefinitions]
included_in_union [lemma, in Coqtail.Sets.My_Sets_facts]
included_Rball_radiuses [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
included_open_interval_Rball2 [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
included_open_interval_Rball [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
included_Rball_open_interval2 [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
included_Rball_open_interval [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
included_open_interval_interval [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
increasing [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
increasing_in_minus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
increasing_in_plus [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
increasing_in_opp_rev [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
increasing_in_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
increasing_interval_image [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
increasing_in_Rmax_simpl [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
increasing_in_Rmin_simpl [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
increasing_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
increasing_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
increasing_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
increasing_atan [lemma, in Coqtail.Reals.Ratan]
increasing_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
INC_inv_Cim_INR [lemma, in Coqtail.Complex.Cprop_base]
INC_inv_Cre_INR [lemma, in Coqtail.Complex.Cprop_base]
INC_not_0 [lemma, in Coqtail.Complex.Cprop_base]
InfiniteLimiteHopital_neg_left.Hlimder [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.g_not_0 [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Zg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Zf [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Cg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Cf [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Dg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Df [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Hab [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.L [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.b [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.a [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.g [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.f [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left [section, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Hlimder [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.g_not_0 [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Zg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Zf [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Cg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Cf [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Dg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Df [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Hab [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.L [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.b [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.a [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.g [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.f [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg [section, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Hlimder [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.g_not_0 [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Zg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Zf [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Cg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Cf [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Dg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Df [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Hab [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.L [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.b [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.a [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.g [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.f [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left [section, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Hlimder [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.g_not_0 [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Zg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Zf [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Cg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Cf [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Dg [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Df [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Hab [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.L [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.b [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.a [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.g [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.f [variable, in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos [section, in Coqtail.Reals.Hopital]
infinite_cv_radius [definition, in Coqtail.Reals.Rpser.Rpser_def]
infinite_cv_radius_nth_derivable_compat [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
infinite_cv_radius_prod_compat [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
infinite_cv_radius_derivable_compat [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Infinite_Union_absorbs_subset [lemma, in Coqtail.Topology.Topology]
Infinite_Union_intro [constructor, in Coqtail.Topology.Topology]
Infinite_Union [inductive, in Coqtail.Topology.Topology]
infinite_cv_radius_zip_compat_r2 [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_zip_compat_r1 [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_zip_compat_l [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_minus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_plus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_alt_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_abs_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_scal_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_expand_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_subseq_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_shift_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_zero [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius_ext [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
infinite_cv_radius [definition, in Coqtail.Complex.Cpser_def]
InhabitedTactics [library]
inhabited_sum_or [lemma, in Coqtail.Fresh.Inhabited.Examples]
Inhabited_intro [constructor, in Coqtail.Topology.Sets]
injective [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
injective [definition, in Coqtail.Arith.Natsets]
injective_interval_sin [lemma, in Coqtail.Reals.Rtrigo_facts]
injective_open_interval_tan [lemma, in Coqtail.Reals.Rtrigo_facts]
injective_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
injective_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
injective_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
injective_S [lemma, in Coqtail.Arith.Natsets]
injective_atan [lemma, in Coqtail.Reals.Ratan]
injective_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
Inner_product [library]
INR [definition, in Coqtail.Reals.Raxioms.Raxioms]
INR_1 [lemma, in Coqtail.mytheories.myReals.MyINR]
INR_0 [lemma, in Coqtail.Reals.Rtactic]
Int [definition, in Coqtail.Reals.Finite_Calculus.Definitions]
integer_0_1 [lemma, in Coqtail.Reals.Reirr]
integer_exp_minus_sum [lemma, in Coqtail.Reals.Reirr]
integer_INR_div [lemma, in Coqtail.Reals.Reirr]
integrable_sin_n [lemma, in Coqtail.Reals.Wallis]
integrales [library]
Integrals [module, in Coqtail.Reals.Ediff.integrales]
Integrals.continuity_implies_RiemannInt [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.derive_Riemann_integrable [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.FTC_Riemann [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_chasles [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_monotony2 [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_monotony [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_const [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_linear [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_singleton [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_opp [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_ext [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.RiemannInt_P1 [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.Riemann_integrable_chasles [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.Riemann_integrable_Rabs [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.Riemann_integrable_const [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.Riemann_integrable_linear [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.Riemann_integrable_singleton [axiom, in Coqtail.Reals.Ediff.integrales]
Integrals.Riemann_integrable [axiom, in Coqtail.Reals.Ediff.integrales]
integral_vector.vect_RiemannInt [definition, in Coqtail.Reals.Ediff.Evect]
integral_vector.vect_Riemann_integrable [definition, in Coqtail.Reals.Ediff.Evect]
integral_vector.vect_space [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector.p [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector.base [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector.dim [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector.smul [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector.vadd [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector.vO [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector.N [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector.V [variable, in Coqtail.Reals.Ediff.Evect]
integral_vector [module, in Coqtail.Reals.Ediff.Evect]
inter [definition, in Coqtail.Arith.Natsets]
interp [definition, in Coqtail.Reals.Dequa.Dequa_def]
interp_in_R [definition, in Coqtail.Reals.Dequa.Dequa_def]
interp_in_N [definition, in Coqtail.Reals.Dequa.Dequa_def]
interp_side_equa_in_R [definition, in Coqtail.Reals.Dequa.Dequa_def]
interp_side_equa_in_N [definition, in Coqtail.Reals.Dequa.Dequa_def]
interp_equa_in_N_R [lemma, in Coqtail.Reals.Dequa.Dequa_facts]
interp_side_equa_in_N_R_compat [lemma, in Coqtail.Reals.Dequa.Dequa_facts]
interp_side_equa_in_N_R [lemma, in Coqtail.Reals.Dequa.Dequa_facts]
Intersection_comm [lemma, in Coqtail.Sets.My_Sets_facts]
intersection_idempotent [lemma, in Coqtail.Topology.Topology]
intersection_empty_set_absorbing_r [lemma, in Coqtail.Topology.Topology]
intersection_empty_set_absorbing_l [lemma, in Coqtail.Topology.Topology]
intersection_stable [projection, in Coqtail.Topology.Topology]
interval [definition, in Coqtail.Reals.Ranalysis.Rinterval]
interval_size_Boule_middle [lemma, in Coqtail.Reals.Ranalysis.Ranalysis5]
interval_dist_bound [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_dist_pos [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_open_interval_dec [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_middle_compat [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_minus_compat_0 [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_minus_compat [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_opp_compat [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_inhabited [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_open_restriction [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_restriction [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_r [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_l [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_size_pos [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
interval_size [definition, in Coqtail.Reals.Ranalysis.Rinterval]
interval_dist [definition, in Coqtail.Reals.Ranalysis.Rinterval]
interval_open_interval [lemma, in Coqtail.Reals.RIVT]
Int_D [lemma, in Coqtail.Reals.Finite_Calculus.Definitions]
Invalid_context [definition, in Coqtail.Reals.Dequa.Dequa_def]
Inverse_Image_intro [constructor, in Coqtail.Topology.TFunctions]
inverse_mean_cv_0 [lemma, in Coqtail.Reals.Rzeta2]
inverse_cv_0 [lemma, in Coqtail.Reals.Rzeta2]
inverse_mean [definition, in Coqtail.Reals.Rzeta2]
inv_inf_1 [lemma, in Coqtail.Reals.Reirr]
inv_INR_fact_pos [lemma, in Coqtail.Reals.Reirr]
inv_sn_cv_0 [lemma, in Coqtail.Reals.Triangular]
inv_sn [definition, in Coqtail.Reals.Triangular]
inv_snssn [definition, in Coqtail.Reals.Triangular]
inv_fct [definition, in Coqtail.Complex.Canalysis_def]
inz [definition, in Coqtail.Reals.Rtactic]
in_Rball_dec [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
in_open_interval_dec [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
in_interval_dec [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
IRC [definition, in Coqtail.Complex.Cdefinitions]
IRC_INR_INC [lemma, in Coqtail.Complex.Cprop_base]
IRC_neq_0_compat [lemma, in Coqtail.Complex.Cprop_base]
IRC_neq_compat [lemma, in Coqtail.Complex.Cprop_base]
IRC_minus_compat [lemma, in Coqtail.Complex.Cprop_base]
IRC_eq_compat [lemma, in Coqtail.Complex.Cprop_base]
IRC_pow_compat [lemma, in Coqtail.Complex.Cpow]
is_limit_ext [lemma, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
is_limit [definition, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
is_lub [definition, in Coqtail.Reals.Raxioms.Raxioms]
is_upper_bound [definition, in Coqtail.Reals.Raxioms.Raxioms]
is_duplicate_outside [definition, in Coqtail.Arith.Natsets]
is_duplicate [definition, in Coqtail.Arith.Natsets]
is_H_unit_hnorm2_1 [lemma, in Coqtail.Arith.Hurwitz_prop]
is_H_unit [definition, in Coqtail.Arith.Hurwitz_def]
is_real [definition, in Coqtail.Arith.Hurwitz_def]
is_extractor_mult_2 [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
is_extractor [definition, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
iter_nat [definition, in Coqtail.Arith.Ntools]
iter_r [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
iter_l [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
iter1 [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
IVT_interval [lemma, in Coqtail.Reals.RIVT]
IVT_open_interval [lemma, in Coqtail.Reals.RIVT]
IVT_open_interval_prelim [lemma, in Coqtail.Reals.RIVT]
IZC [definition, in Coqtail.Complex.Cdefinitions]
IZH [definition, in Coqtail.Arith.Hurwitz_def]
IZR [definition, in Coqtail.Reals.Raxioms.Raxioms]
IZR [module, in Coqtail.Fresh.Reals.IZR]
IZR [library]
IZR_0 [lemma, in Coqtail.Reals.Rtactic]
IZR.INR [definition, in Coqtail.Fresh.Reals.IZR]
IZR.INR_sub [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.INR_IPR [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.INR_mul [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.INR_S [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.INR_add [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IPR_mul [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IPR_sub [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IPR_add [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IPR_add_carry [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IPR_psucc [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_eq [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_mul [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_le [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_lt [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_sub [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_add [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_opp [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_INR [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.IZR_Zopp [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.Rconvenient [module, in Coqtail.Fresh.Reals.IZR]
IZR.Rdiscr_IPR_0 [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.Rpos_IPR [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.Zopp_swap [lemma, in Coqtail.Fresh.Reals.IZR]
IZR.Zuminus [lemma, in Coqtail.Fresh.Reals.IZR]


J

j [projection, in Coqtail.Arith.Hurwitz_def]
join [definition, in Coqtail.Fresh.Inhabited.Monad]
Join [definition, in Coqtail.Monad.Option]
join_map_map [lemma, in Coqtail.Fresh.Inhabited.Monad]
join_lift [lemma, in Coqtail.Fresh.Inhabited.Monad]
join_map_lift [lemma, in Coqtail.Fresh.Inhabited.Monad]
join_map_join [lemma, in Coqtail.Fresh.Inhabited.Monad]
Join_is_Bind [definition, in Coqtail.Monad.Option]


K

k [projection, in Coqtail.Arith.Hurwitz_def]
kth_S_plus [lemma, in Coqtail.Arith.Nk_ind]
kth_S_sym [lemma, in Coqtail.Arith.Nk_ind]
kth_S_special [lemma, in Coqtail.Arith.Nk_ind]
kth_S_comm [lemma, in Coqtail.Arith.Nk_ind]
kth_S [definition, in Coqtail.Arith.Nk_ind]
K_nat [lemma, in Coqtail.Arith.PI]
K_vect_space.E_vspace [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.v_null [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.v_mult [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.v_add [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.eqE [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.eps1 [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.eps0 [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.mult [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.add [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.eqK [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.K [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.E [variable, in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space [section, in Coqtail.Hierarchy.Vector_space_facts]


L

l [definition, in Coqtail.Reals.Logic.Rmarkov]
l [definition, in Coqtail.Reals.Logic.Runcountable]
lagrange_fun_spec [lemma, in Coqtail.Arith.Lagrange_four_square]
lagrange_fun [definition, in Coqtail.Arith.Lagrange_four_square]
lagrange_4_square_theorem [lemma, in Coqtail.Arith.Lagrange_four_square]
Lagrange_four_square [library]
Landau [section, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Landau.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Landau.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
le_ind [definition, in Coqtail.Arith.PI]
le_Qmax [lemma, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
le0fact [definition, in Coqtail.Reals.Rtactic]
lift [definition, in Coqtail.Fresh.Inhabited.Monad]
limit_comp [lemma, in Coqtail.Complex.Cmet]
limit_inv [lemma, in Coqtail.Complex.Cmet]
limit_mul [lemma, in Coqtail.Complex.Cmet]
limit_free [lemma, in Coqtail.Complex.Cmet]
limit_minus [lemma, in Coqtail.Complex.Cmet]
limit_opp [lemma, in Coqtail.Complex.Cmet]
limit_plus [lemma, in Coqtail.Complex.Cmet]
limit_div_neg_open1 [lemma, in Coqtail.Reals.Hopital]
limit_open [lemma, in Coqtail.Reals.Hopital]
limit_div_neg_comp_Ropp_l [lemma, in Coqtail.Reals.Hopital]
limit_div_neg_comp_Ropp [lemma, in Coqtail.Reals.Hopital]
limit_div_pos_comp_Ropp_l [lemma, in Coqtail.Reals.Hopital]
limit_div_pos_comp_Ropp [lemma, in Coqtail.Reals.Hopital]
limit_div_neg_imp [lemma, in Coqtail.Reals.Hopital]
limit_div_pos_imp [lemma, in Coqtail.Reals.Hopital]
limit_div_neg_opp [lemma, in Coqtail.Reals.Hopital]
limit_div_pos_opp [lemma, in Coqtail.Reals.Hopital]
limit_div_neg_open [lemma, in Coqtail.Reals.Hopital]
limit_div_pos_open [lemma, in Coqtail.Reals.Hopital]
limit_div_pos_ext [lemma, in Coqtail.Reals.Hopital]
limit_div_neg_ext [lemma, in Coqtail.Reals.Hopital]
limit_div_neg_inv [lemma, in Coqtail.Reals.Hopital]
limit_div_pos_inv [lemma, in Coqtail.Reals.Hopital]
limit_div_Ropp [lemma, in Coqtail.Reals.Hopital]
limit_div_neg [definition, in Coqtail.Reals.Hopital]
limit_div_pos [definition, in Coqtail.Reals.Hopital]
limit_scal [lemma, in Coqtail.Reals.Ranalysis.Rfunction_classes_facts]
limit1_in [definition, in Coqtail.Complex.Cmet]
limit1_in_ext_strong [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
limit1_in_ext [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
limit1_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
limit1_in_open [lemma, in Coqtail.Reals.Hopital]
lipschitz [definition, in Coqtail.Reals.Ediff.Evect]
Ln [definition, in Coqtail.Reals.Logic.Runcountable]
ln_taylor_3 [lemma, in Coqtail.Reals.RStirling]
ln_sqrt [lemma, in Coqtail.Reals.RStirling]
ln_pow [lemma, in Coqtail.Reals.RStirling]
ln_plus_taylor [lemma, in Coqtail.Reals.RTaylor]
ln_plus_taylor_sum [lemma, in Coqtail.Reals.RTaylor]
ln_plus.sum [variable, in Coqtail.Reals.RTaylor]
ln_plus_cv_radius [lemma, in Coqtail.Reals.RTaylor]
ln_plus.Un [variable, in Coqtail.Reals.RTaylor]
ln_plus [section, in Coqtail.Reals.RTaylor]
ln_minus_taylor [lemma, in Coqtail.Reals.RTaylor]
ln_minus_taylor_sum [lemma, in Coqtail.Reals.RTaylor]
ln_minus.sum [variable, in Coqtail.Reals.RTaylor]
ln_minus_finite_cv_radius [lemma, in Coqtail.Reals.RTaylor]
ln_minus_cv_radius [lemma, in Coqtail.Reals.RTaylor]
ln_minus.Un [variable, in Coqtail.Reals.RTaylor]
ln_minus [section, in Coqtail.Reals.RTaylor]
ln1 [definition, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
lt_wf_rect [definition, in Coqtail.Arith.Lagrange_four_square]
lt_exist [lemma, in Coqtail.mytheories.MyNat]
lt_S_lt_eq_dec [lemma, in Coqtail.mytheories.MyNat]
lt_PI [lemma, in Coqtail.Arith.PI]
lt_Qmax [lemma, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
lub_is_finite_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
l_not_R0 [lemma, in Coqtail.Reals.Logic.Rmarkov]
l_not_R0_partial [lemma, in Coqtail.Reals.Logic.Rmarkov]
l_R0 [lemma, in Coqtail.Reals.Logic.Rmarkov]
l_partial [lemma, in Coqtail.Reals.Logic.Rmarkov]
l_lub [lemma, in Coqtail.Reals.Logic.Rmarkov]
l_maj [lemma, in Coqtail.Reals.Logic.Rmarkov]
l_in_segment [lemma, in Coqtail.Reals.Logic.Runcountable]
l_not_in_Rn [lemma, in Coqtail.Reals.Logic.Runcountable]
l_in_Dn [lemma, in Coqtail.Reals.Logic.Runcountable]
l_is_limit [definition, in Coqtail.Reals.Logic.Runcountable]


M

map [definition, in Coqtail.Fresh.Inhabited.Monad]
Map [definition, in Coqtail.Monad.Option]
map_nth_error2 [lemma, in Coqtail.Reals.Dequa.Dequa_facts]
map_nth_error_None [lemma, in Coqtail.Reals.Dequa.Dequa_facts]
map_nth_error_None_iff [lemma, in Coqtail.Reals.Dequa.Dequa_facts]
map_lift [lemma, in Coqtail.Fresh.Inhabited.Monad]
map_id [lemma, in Coqtail.Fresh.Inhabited.Monad]
map_composition [lemma, in Coqtail.Fresh.Inhabited.Monad]
Map_is_Bind [definition, in Coqtail.Monad.Option]
Markov [section, in Coqtail.Reals.Logic.Rmarkov]
Markov.f [variable, in Coqtail.Reals.Logic.Rmarkov]
Markov.P [variable, in Coqtail.Reals.Logic.Rmarkov]
Markov.P_dec [variable, in Coqtail.Reals.Logic.Rmarkov]
max_explicit [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Metrics [library]
metric_space_is_separated [lemma, in Coqtail.Topology.Metrics]
metric_space_topological [instance, in Coqtail.Topology.Metrics]
metric_union_stable [lemma, in Coqtail.Topology.Metrics]
metric_intersection_stable [lemma, in Coqtail.Topology.Metrics]
metric_open_full_set [lemma, in Coqtail.Topology.Metrics]
metric_open_empty_set [lemma, in Coqtail.Topology.Metrics]
Metric_topology.d [variable, in Coqtail.Topology.Metrics]
Metric_topology.X [variable, in Coqtail.Topology.Metrics]
Metric_topology [section, in Coqtail.Topology.Metrics]
metric_open [definition, in Coqtail.Topology.Metrics]
metric_tri [projection, in Coqtail.Topology.Metrics]
metric_refl [projection, in Coqtail.Topology.Metrics]
metric_sym [projection, in Coqtail.Topology.Metrics]
metric_pos [projection, in Coqtail.Topology.Metrics]
Metric_Space [record, in Coqtail.Topology.Metrics]
metric_space_triangular_inequality [projection, in Coqtail.Hierarchy.Type_class_definition]
metric_space_separation [projection, in Coqtail.Hierarchy.Type_class_definition]
metric_space_symmetry [projection, in Coqtail.Hierarchy.Type_class_definition]
metric_space_positive [projection, in Coqtail.Hierarchy.Type_class_definition]
metric_space_setoid [projection, in Coqtail.Hierarchy.Type_class_definition]
Metric_Space [record, in Coqtail.Hierarchy.Type_class_definition]
metric_space_triangular_inequality [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
metric_space_separation [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
metric_space_symmetry [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
metric_space_positive [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
metric_space_setoid [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Metric_Space [record, in Coqtail.Hierarchy.Type_class_definition_beta]
metric_continuity_is_topological [lemma, in Coqtail.Topology.TContinuity]
Metric_Continuity [definition, in Coqtail.Topology.TContinuity]
Metric_Continuity_Pt [definition, in Coqtail.Topology.TContinuity]
middle [definition, in Coqtail.Reals.Ranalysis.Rinterval]
middle [definition, in Coqtail.Reals.Logic.Runcountable]
middle_lt_le_neg_lt [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_le_lt_neg_lt [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_lt_lt_neg_lt [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_lt_le_pos_lt [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_le_lt_pos_lt [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_lt_lt_pos_lt [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_le_le_pos [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_is_in_the_middle' [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_is_in_the_middle [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_R0 [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_unfold [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_comm [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_identity [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
middle_dist [lemma, in Coqtail.Reals.Logic.Runcountable]
middle_minus [lemma, in Coqtail.Reals.Logic.Runcountable]
middle_sym [lemma, in Coqtail.Reals.Logic.Runcountable]
middle_facts.y' [variable, in Coqtail.Reals.Logic.Runcountable]
middle_facts.x' [variable, in Coqtail.Reals.Logic.Runcountable]
middle_facts.y [variable, in Coqtail.Reals.Logic.Runcountable]
middle_facts.x [variable, in Coqtail.Reals.Logic.Runcountable]
middle_facts [section, in Coqtail.Reals.Logic.Runcountable]
middle_l_in_Rball [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
middle_r_in_Rball [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
min [constructor, in Coqtail.Reals.Dequa.Dequa_def]
minus_inf [constructor, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
minus_exp_sum_one [lemma, in Coqtail.Reals.Reirr]
minus_exp_sum_pos [lemma, in Coqtail.Reals.Reirr]
minus_INR1 [lemma, in Coqtail.Reals.Rtactic]
minus_INC [lemma, in Coqtail.Complex.Cprop_base]
minus_L2 [lemma, in Coqtail.Arith.Nlittle_fermat]
minus_L1 [lemma, in Coqtail.Arith.Nlittle_fermat]
minus_L0 [lemma, in Coqtail.Arith.Nlittle_fermat]
minus_fct [definition, in Coqtail.Complex.Canalysis_def]
mkHurwitz [constructor, in Coqtail.Arith.Hurwitz_def]
mkposreal_lb_ub [definition, in Coqtail.Reals.RFsequence_facts]
mod [inductive, in Coqtail.Arith.Modulo]
modsym [definition, in Coqtail.Arith.Lagrange_four_square]
modsym_eqm [lemma, in Coqtail.Arith.Lagrange_four_square]
modsym_mod_diff [lemma, in Coqtail.Arith.Lagrange_four_square]
modsym_mod_compat [lemma, in Coqtail.Arith.Lagrange_four_square]
modsym_bounds [lemma, in Coqtail.Arith.Lagrange_four_square]
modular_inverse [lemma, in Coqtail.Arith.Znumfacts]
modular_mult_inj [lemma, in Coqtail.Arith.Znumfacts]
Modulo [library]
mod_eq_plus_invert [lemma, in Coqtail.Hierarchy.Type_class_instance]
mod_eq_mult_assoc [instance, in Coqtail.Hierarchy.Type_class_instance]
mod_eq_plus_assoc [instance, in Coqtail.Hierarchy.Type_class_instance]
mod_eq_equiv [instance, in Coqtail.Hierarchy.Type_class_instance]
mod_eq_trans [lemma, in Coqtail.Hierarchy.Type_class_instance]
mod_eq_sym [lemma, in Coqtail.Hierarchy.Type_class_instance]
mod_eq_refl [lemma, in Coqtail.Hierarchy.Type_class_instance]
mod_eq [definition, in Coqtail.Hierarchy.Type_class_instance]
mod_modsym_compat [lemma, in Coqtail.Arith.Lagrange_four_square]
mod_uniqueness [lemma, in Coqtail.Arith.Modulo]
mod_uniqueness2 [lemma, in Coqtail.Arith.Modulo]
mod_uniqueness1 [lemma, in Coqtail.Arith.Modulo]
mod_bounded [lemma, in Coqtail.Arith.Modulo]
mod_nS [constructor, in Coqtail.Arith.Modulo]
mod_base [constructor, in Coqtail.Arith.Modulo]
mod0_eqm [lemma, in Coqtail.Arith.Zeqm]
Monad [library]
Monad_properties.h [variable, in Coqtail.Monad.Option]
Monad_properties.g [variable, in Coqtail.Monad.Option]
Monad_properties.f [variable, in Coqtail.Monad.Option]
Monad_properties.OOa [variable, in Coqtail.Monad.Option]
Monad_properties.Oa [variable, in Coqtail.Monad.Option]
Monad_properties.a [variable, in Coqtail.Monad.Option]
Monad_properties.C [variable, in Coqtail.Monad.Option]
Monad_properties.B [variable, in Coqtail.Monad.Option]
Monad_properties.A [variable, in Coqtail.Monad.Option]
Monad_properties [section, in Coqtail.Monad.Option]
Monoid [record, in Coqtail.Hierarchy.Type_class_definition]
Monoid [record, in Coqtail.Hierarchy.Type_class_definition_beta]
monoid_nat_mult_1 [instance, in Coqtail.Hierarchy.Type_class_instance_beta]
monoid_commutative_nat [instance, in Coqtail.Hierarchy.Type_class_instance_beta]
monoid_nat [instance, in Coqtail.Hierarchy.Type_class_instance_beta]
monoid_mult_Z_nZ [instance, in Coqtail.Hierarchy.Type_class_instance]
monoid_Z_nZ [instance, in Coqtail.Hierarchy.Type_class_instance]
monoid_mult_Z [instance, in Coqtail.Hierarchy.Type_class_instance]
monoid_Z [instance, in Coqtail.Hierarchy.Type_class_instance]
monoid_nat_mult_1 [instance, in Coqtail.Hierarchy.Type_class_instance]
monoid_commutative_nat [instance, in Coqtail.Hierarchy.Type_class_instance]
monoid_nat [instance, in Coqtail.Hierarchy.Type_class_instance]
monoid_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
monoid_comm_monoid [projection, in Coqtail.Hierarchy.Type_class_definition]
Monoid_Commutative [record, in Coqtail.Hierarchy.Type_class_definition]
monoid_eq_compat_r [projection, in Coqtail.Hierarchy.Type_class_definition]
monoid_eq_compat_l [projection, in Coqtail.Hierarchy.Type_class_definition]
monoid_assoc [projection, in Coqtail.Hierarchy.Type_class_definition]
monoid_iden_r [projection, in Coqtail.Hierarchy.Type_class_definition]
monoid_iden_l [projection, in Coqtail.Hierarchy.Type_class_definition]
monoid_setoid [projection, in Coqtail.Hierarchy.Type_class_definition]
monoid_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
monoid_comm_monoid [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Monoid_Commutative [record, in Coqtail.Hierarchy.Type_class_definition_beta]
monoid_assoc [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
monoid_iden_r [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
monoid_iden_l [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
monoid_contains_eps [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
monoid_eq_compat [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
monoid_setoid [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
monotonous [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
monotonous_interval_image [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
monotonous_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
monotonous_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
monotonous_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
monotonous_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
Morphism_arit_2 [record, in Coqtail.Hierarchy.Type_class_definition_beta]
Morphism_value [record, in Coqtail.Hierarchy.Type_class_definition_beta]
Morphism_value [inductive, in Coqtail.Hierarchy.Type_class_definition_beta]
mult [constructor, in Coqtail.Reals.Dequa.Dequa_def]
multiple_eqm [lemma, in Coqtail.Arith.Zeqm]
mult_foursquare_compat [lemma, in Coqtail.Arith.Lagrange_four_square]
mult_real_fct_0 [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
mult_lt_O_compat [lemma, in Coqtail.Reals.Rtactic]
mult_INC [lemma, in Coqtail.Complex.Cprop_base]
mult_real_fct [definition, in Coqtail.Complex.Canalysis_def]
mult_fct [definition, in Coqtail.Complex.Canalysis_def]
MVT [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_MVT]
MVT_Cim [lemma, in Coqtail.Complex.Canalysis_deriv]
MVT_Cre [lemma, in Coqtail.Complex.Canalysis_deriv]
MVT_unusable [lemma, in Coqtail.Reals.Hopital]
MyINR [library]
MyNat [library]
MyNeq [library]
MyNNR [library]
MyRbase [library]
MyRbasic_fun [library]
MyReals [library]
MyRfunctions [library]
MyRIneq [library]
MyR_dist [library]
MyZ [library]
My_Finite_sets_facts [library]
My_Sets_facts [library]


N

N [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
Nab_div_c [lemma, in Coqtail.Arith.Ndiv]
Natsets [library]
nat_ind2 [lemma, in Coqtail.Arith.Ninductions]
nat_strong [lemma, in Coqtail.Arith.Ninductions]
nat_strong_ind [lemma, in Coqtail.Arith.Nk_ind]
nat_triple_ind [lemma, in Coqtail.Arith.Nk_ind]
nat_double_ind [lemma, in Coqtail.Arith.Nk_ind]
nat_simple_ind [lemma, in Coqtail.Arith.Nk_ind]
nat_k_ind [lemma, in Coqtail.Arith.Nk_ind]
nat_ind2 [lemma, in Coqtail.Reals.Rzeta2]
nat_4_dec [lemma, in Coqtail.Complex.Cprop_base]
nat_seq_growing_trans_converse [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
nat_seq_strict_growing_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
nat_seq_growing_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Nbinomial [definition, in Coqtail.Arith.Nbinomial]
Nbinomial [library]
Nbinomial_div [lemma, in Coqtail.Arith.Nbinomial]
Nbinomial_factorial [lemma, in Coqtail.Arith.Nbinomial]
Nbinomial_pascal [lemma, in Coqtail.Arith.Nbinomial]
Nbinomial_pascal' [lemma, in Coqtail.Arith.Nbinomial]
Nbinomial_n_1 [lemma, in Coqtail.Arith.Nbinomial]
Nbinomial_diag [lemma, in Coqtail.Arith.Nbinomial]
Nbinomial_0 [lemma, in Coqtail.Arith.Nbinomial]
Nbinomial_outside [lemma, in Coqtail.Arith.Nbinomial]
Ncomposed_not_prime [lemma, in Coqtail.Arith.Ndiv]
Ndiv [library]
Ndivide [inductive, in Coqtail.Arith.Ndiv]
Ndivide_intro [constructor, in Coqtail.Arith.Ndiv]
Ndiv_algo_complete [lemma, in Coqtail.Arith.Ndiv]
Ndiv_mod_algo_complete [lemma, in Coqtail.Arith.Ndiv]
Ndiv_mod_algo_rem2 [lemma, in Coqtail.Arith.Ndiv]
Ndiv_mod_algo_rem [lemma, in Coqtail.Arith.Ndiv]
Ndiv_algo_correct [lemma, in Coqtail.Arith.Ndiv]
Ndiv_mod_l1 [lemma, in Coqtail.Arith.Ndiv]
Ndiv_mod_l0 [lemma, in Coqtail.Arith.Ndiv]
Ndiv_algo [definition, in Coqtail.Arith.Ndiv]
Ndiv_mod_algo [definition, in Coqtail.Arith.Ndiv]
Ndiv_0_n [lemma, in Coqtail.Arith.Ndiv]
Ndiv_le [lemma, in Coqtail.Arith.Ndiv]
Ndiv_mult_simpl [lemma, in Coqtail.Arith.Ndiv]
Ndiv_strong_mult_compat [lemma, in Coqtail.Arith.Ndiv]
Ndiv_mult_compat [lemma, in Coqtail.Arith.Ndiv]
Ndiv_minus_simpl_l [lemma, in Coqtail.Arith.Ndiv]
Ndiv_minus_simpl_r [lemma, in Coqtail.Arith.Ndiv]
Ndiv_plus_simpl [lemma, in Coqtail.Arith.Ndiv]
Ndiv_trans [lemma, in Coqtail.Arith.Ndiv]
Ndiv_n_n [lemma, in Coqtail.Arith.Ndiv]
Ndiv_1 [lemma, in Coqtail.Arith.Ndiv]
Ndiv_0 [lemma, in Coqtail.Arith.Ndiv]
Ndiv_non_0 [lemma, in Coqtail.Arith.Ndiv]
Ndiv_plus_compat [lemma, in Coqtail.Arith.Ndiv]
neg_odd_not_zero [lemma, in Coqtail.Reals.Rzeta2]
neq_2_0 [lemma, in Coqtail.Reals.Raxioms.Raxioms]
Newton [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
newton_sum [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
new_bound [lemma, in Coqtail.Reals.Hopital]
next_P_k_strong2 [lemma, in Coqtail.Arith.Nk_ind]
next_P_k_complete [lemma, in Coqtail.Arith.Nk_ind]
next_P_k_correct [lemma, in Coqtail.Arith.Nk_ind]
next_P_k_special [lemma, in Coqtail.Arith.Nk_ind]
next_P_k_strong [lemma, in Coqtail.Arith.Nk_ind]
next_P_k [definition, in Coqtail.Arith.Nk_ind]
Nfactorial_is_finite_prod [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_sum_div_compat [lemma, in Coqtail.Arith.Nfinite_sum]
Nfinite_sum_split [lemma, in Coqtail.Arith.Nfinite_sum]
Nfinite_sum_split_upper [lemma, in Coqtail.Arith.Nfinite_sum]
Nfinite_sum_split_lower [lemma, in Coqtail.Arith.Nfinite_sum]
Nfinite_sum_eq_compat [lemma, in Coqtail.Arith.Nfinite_sum]
Nfinite_sum_subtle_eq_compat [lemma, in Coqtail.Arith.Nfinite_sum]
Nfinite_sum_mult_distrib [lemma, in Coqtail.Arith.Nfinite_sum]
Nfinite_sum_plus_compat [lemma, in Coqtail.Arith.Nfinite_sum]
Nfinite_sum_0_n [definition, in Coqtail.Arith.Nfinite_sum]
Nfinite_prod_div [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod_index_reversal [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod_0_absord [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod_mult_compat [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod_split_lower [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod_split_upper [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod_eq_compat [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod_subtle_eq_compat [lemma, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod_0_n [definition, in Coqtail.Arith.Nfinite_prod]
Nfinite_prod [library]
Nfinite_sum [library]
Ngauss [lemma, in Coqtail.Arith.Ndiv]
Ngauss_prime [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_least_div_relation [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_1_prime [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_le_1 [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_lt_p [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_greatest [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_le_greatest [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_le_monotone [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_le_le [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_div [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div_le_div [lemma, in Coqtail.Arith.Ndiv]
Ngreatest_div [definition, in Coqtail.Arith.Ndiv]
Ngreatest_div_le [definition, in Coqtail.Arith.Ndiv]
Nhas_prime_divisor [lemma, in Coqtail.Arith.Ndiv]
Ninductions [library]
njfk [definition, in Coqtail.Reals.Rtactic]
njfkl [definition, in Coqtail.Reals.Rtactic]
Nk_ind [library]
Nle [library]
Nleast_div_lt_p_not_prime [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_ge_2 [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_prime [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_p_prime [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_least [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_ge_least [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_ge_monotone [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_ge_ge [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_div [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_gt_1 [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_ge_gt_1 [lemma, in Coqtail.Arith.Ndiv]
Nleast_div_ge_div [lemma, in Coqtail.Arith.Ndiv]
Nleast_div [definition, in Coqtail.Arith.Ndiv]
Nleast_div_ge [definition, in Coqtail.Arith.Ndiv]
Nle_plus [lemma, in Coqtail.Arith.Nle]
Nlittle_fermat_alt [lemma, in Coqtail.Arith.Nlittle_fermat]
Nlittle_fermat [lemma, in Coqtail.Arith.Nlittle_fermat]
Nlittle_fermat [library]
Nminus [library]
Nmod [inductive, in Coqtail.Arith.Ndiv]
Nmod_intro [constructor, in Coqtail.Arith.Ndiv]
Nmul [projection, in Coqtail.Reals.Ediff.Evect]
Nnewton [lemma, in Coqtail.Arith.Nnewton]
Nnewton [library]
Nnewton_sum [definition, in Coqtail.Arith.Nnewton]
Nnon_rel_prime_n_n [lemma, in Coqtail.Arith.Ndiv]
Nnon_div_non_zero [lemma, in Coqtail.Arith.Ndiv]
Nnot_prime_composed [lemma, in Coqtail.Arith.Ndiv]
Nnot_prime_1 [lemma, in Coqtail.Arith.Ndiv]
Nnot_prime_0 [lemma, in Coqtail.Arith.Ndiv]
nnr_abs [definition, in Coqtail.mytheories.myReals.MyNNR]
nnr_sqr [definition, in Coqtail.mytheories.myReals.MyNNR]
NO [constructor, in Coqtail.Fresh.Inhabited.Functions]
non_zero_dist [lemma, in Coqtail.Reals.Logic.Runcountable]
not [definition, in Coqtail.Fresh.Inhabited.Examples]
not_empty [lemma, in Coqtail.Arith.Natsets]
not_prime_divide_inf [lemma, in Coqtail.Arith.Znumfacts]
not_INC [lemma, in Coqtail.Complex.Cprop_base]
not_0_INC [lemma, in Coqtail.Complex.Cprop_base]
no_cond [definition, in Coqtail.Complex.Canalysis_def]
Npow [library]
Npower [definition, in Coqtail.Arith.Npow]
Npower_le_compat_r [lemma, in Coqtail.Arith.Npow]
Npower_plus_le_compat [lemma, in Coqtail.Arith.Npow]
Npower_n_0 [lemma, in Coqtail.Arith.Npow]
Npower_0_n [lemma, in Coqtail.Arith.Npow]
Npower_1_n [lemma, in Coqtail.Arith.Npow]
Npower_succ [lemma, in Coqtail.Arith.Npow]
Npower_n_1 [lemma, in Coqtail.Arith.Npow]
Nprime [definition, in Coqtail.Arith.Ndiv]
Nprime_or_composed [lemma, in Coqtail.Arith.Ndiv]
Nprime_or_not_prime [lemma, in Coqtail.Arith.Ndiv]
Nprime_least_div_p [lemma, in Coqtail.Arith.Ndiv]
Nprime_least_div_ge_p [lemma, in Coqtail.Arith.Ndiv]
Nprime_greatest_div_1 [lemma, in Coqtail.Arith.Ndiv]
Nprime_greatest_div_le_1 [lemma, in Coqtail.Arith.Ndiv]
Nprime_le_rel_prime [lemma, in Coqtail.Arith.Ndiv]
Nprime_ge_2 [lemma, in Coqtail.Arith.Ndiv]
Nprime_intro [lemma, in Coqtail.Arith.Ndiv]
Nquotient [inductive, in Coqtail.Arith.Ndiv]
Nquotient_le_compat [lemma, in Coqtail.Arith.Ndiv]
Nquotient_div [lemma, in Coqtail.Arith.Ndiv]
Nquotient_intro [constructor, in Coqtail.Arith.Ndiv]
Nrel_prime_mult_compat [lemma, in Coqtail.Arith.Ndiv]
Nrel_prime_1 [lemma, in Coqtail.Arith.Ndiv]
Nrel_prime_0 [lemma, in Coqtail.Arith.Ndiv]
Nrel_prime_comm [lemma, in Coqtail.Arith.Ndiv]
Nrel_prime_mod [lemma, in Coqtail.Arith.Ndiv]
Nrel_prime [definition, in Coqtail.Arith.Ndiv]
Nsimple_binomial_outside [lemma, in Coqtail.Arith.Nbinomial]
Nsimple_binomial [definition, in Coqtail.Arith.Nbinomial]
nth_derive_Rball'_PI [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive'_PI [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_Rball_PI [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_PI [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive'_ext [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_Rball_nth_derive_Rball' [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_nth_derive' [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_Rball_ext_weak [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_Rball_ext [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_ext [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_Rball_1 [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_1 [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_Rball_0 [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_0 [lemma, in Coqtail.Reals.Ranalysis.Nth_derivative_facts]
nth_derive_sum_PI' [lemma, in Coqtail.Reals.Dequa.Dequa_quote]
nth_derive_sum_PI [lemma, in Coqtail.Reals.Dequa.Dequa_quote]
nth_derive_sum_PI_1' [lemma, in Coqtail.Reals.Dequa.Dequa_quote]
nth_derive_sum_PI_1 [lemma, in Coqtail.Reals.Dequa.Dequa_quote]
nth_derive_sum_PI_O' [lemma, in Coqtail.Reals.Dequa.Dequa_quote]
nth_derive_sum_PI_O [lemma, in Coqtail.Reals.Dequa.Dequa_quote]
nth_derive_Rball' [definition, in Coqtail.Reals.Ranalysis.Nth_derivative_def]
nth_derive' [definition, in Coqtail.Reals.Ranalysis.Nth_derivative_def]
nth_derive_Rball [definition, in Coqtail.Reals.Ranalysis.Nth_derivative_def]
nth_derive [definition, in Coqtail.Reals.Ranalysis.Nth_derivative_def]
nth_derive_sum_explicit [lemma, in Coqtail.Reals.Rpser.Rpser_derivative_facts]
nth_derive_Rball_sum_explicit [lemma, in Coqtail.Reals.Rpser.Rpser_derivative_facts]
Nth_derivative_facts [library]
Nth_derivative_def [library]
Ntools [library]
Ntriang [projection, in Coqtail.Reals.Ediff.Evect]
number_of_pals_____OUT [definition, in Coqtail.Arith.Natsets]
Nzero [projection, in Coqtail.Reals.Ediff.Evect]
n_modulo_2 [lemma, in Coqtail.Reals.Rsequence.Rsequence_def]
n_decomp [lemma, in Coqtail.Arith.Modulo]


O

odds [definition, in Coqtail.Reals.Rzeta2]
odd_or_even [lemma, in Coqtail.Subseq.Subseq]
odd_bound_1 [lemma, in Coqtail.Arith.Lagrange_four_square]
odd_zeta_evens [lemma, in Coqtail.Reals.Rzeta2]
odd_zeta [lemma, in Coqtail.Reals.Rzeta2]
odd_not_zero [lemma, in Coqtail.Reals.Rzeta2]
One_plus_sqr_pos_lt [lemma, in Coqtail.Reals.Rtrigo_facts]
open [definition, in Coqtail.Topology.Topology]
open_interval_dist_bound [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
open_interval_dist_pos [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
open_interval_ext_eq [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
open_interval_middle_compat [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
open_interval_opp_compat [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
open_interval_inhabited [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
open_interval_interval [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
open_interval_restriction [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
open_interval [definition, in Coqtail.Reals.Ranalysis.Rinterval]
Open_space [definition, in Coqtail.Reals.Ediff.Evect]
open_ball_is_open [lemma, in Coqtail.Topology.Metrics]
open_ball_intro [constructor, in Coqtail.Topology.Metrics]
open_ball [inductive, in Coqtail.Topology.Metrics]
Open_sets.d [variable, in Coqtail.Topology.Metrics]
Open_sets.X [variable, in Coqtail.Topology.Metrics]
Open_sets [section, in Coqtail.Topology.Metrics]
open_included_in_set [lemma, in Coqtail.Topology.Topology]
open_full_set [projection, in Coqtail.Topology.Topology]
open_empty_set [projection, in Coqtail.Topology.Topology]
open_lemma [lemma, in Coqtail.Reals.Hopital]
operation [definition, in Coqtail.Hierarchy.Type_class_definition]
operation [definition, in Coqtail.Hierarchy.Type_class_definition_beta]
opp [constructor, in Coqtail.Reals.Dequa.Dequa_def]
opp [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
opp_fct [definition, in Coqtail.Complex.Canalysis_def]
Option [library]
op_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
op_comm [constructor, in Coqtail.Hierarchy.Type_class_definition]
op_assoc [projection, in Coqtail.Hierarchy.Type_class_definition]
op_assoc [constructor, in Coqtail.Hierarchy.Type_class_definition]
op_compat_eq_r [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
op_compat_eq_l [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
op_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
op_comm [constructor, in Coqtail.Hierarchy.Type_class_definition_beta]
op_assoc [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
op_assoc [constructor, in Coqtail.Hierarchy.Type_class_definition_beta]


P

p [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
part [definition, in Coqtail.Topology.Topology]
partial_e [definition, in Coqtail.Reals.Reirr]
partial_function [section, in Coqtail.Fresh.Inhabited.Functions]
partial_sum [lemma, in Coqtail.Reals.Rpser.Rpser_taylor]
partial_sum_null [lemma, in Coqtail.Reals.Rpser.Rpser_taylor]
partial_sum_pow_explicit [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
path [definition, in Coqtail.Graphs.definitions]
path_to_adjacences [definition, in Coqtail.Graphs.definitions]
path_to_edges_constr [lemma, in Coqtail.Graphs.definitions]
path_to_edges [definition, in Coqtail.Graphs.definitions]
path_dec [definition, in Coqtail.Graphs.definitions]
path_back [definition, in Coqtail.Graphs.definitions]
path_trans [definition, in Coqtail.Graphs.definitions]
path_unique [definition, in Coqtail.Graphs.definitions]
path_reflexive [definition, in Coqtail.Graphs.definitions]
Pcompare_Eq_eq [lemma, in Coqtail.Arith.Znumfacts]
Pcompare_notEq_notEq [lemma, in Coqtail.Arith.Znumfacts]
PI [library]
PI_fun [definition, in Coqtail.Vec.Vec_prop]
pi_tg2_cv [lemma, in Coqtail.Reals.Rzeta2]
pi_tg2_corresp [lemma, in Coqtail.Reals.Rzeta2]
pi_tg2 [definition, in Coqtail.Reals.Rzeta2]
PI4_in [lemma, in Coqtail.Reals.Ratan]
PI6_in [lemma, in Coqtail.Reals.Ratan]
plus [constructor, in Coqtail.Reals.Dequa.Dequa_def]
plus_inf [constructor, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
plus_1_r [lemma, in Coqtail.Arith.Nk_ind]
plus_1_S [lemma, in Coqtail.Reals.Rzeta2]
plus_minus [lemma, in Coqtail.Arith.Nlittle_fermat]
plus_fct [definition, in Coqtail.Complex.Canalysis_def]
PO [constructor, in Coqtail.Fresh.Inhabited.Functions]
Pol_degree_1 [lemma, in Coqtail.Complex.Croot_n]
Pos_poly_del [lemma, in Coqtail.Complex.Croot_n]
pos_2np1_inv_sqr [definition, in Coqtail.Reals.Rtactic]
pow [definition, in Coqtail.Reals.Raxioms.Raxioms]
pow [lemma, in Coqtail.Arith.Nlittle_fermat]
pow_0 [lemma, in Coqtail.Reals.Rtactic]
pow_le_compat [lemma, in Coqtail.Reals.Rpow_facts]
pow_lt_compat [lemma, in Coqtail.Reals.Rpow_facts]
pow_exp_ln [lemma, in Coqtail.Reals.Wallis]
pow1 [definition, in Coqtail.Reals.Rzeta2]
pow1_plus_nat [lemma, in Coqtail.Reals.Rzeta2]
pow1_succ [lemma, in Coqtail.Reals.Rzeta2]
pow1_P_plus [lemma, in Coqtail.Reals.Rzeta2]
pow1_Rabs [lemma, in Coqtail.Reals.Rzeta2]
pow1_squared [lemma, in Coqtail.Reals.Rzeta2]
pow1_nat_neg [lemma, in Coqtail.Reals.Rzeta2]
pow1_nat [lemma, in Coqtail.Reals.Rzeta2]
pow1_P_ind [lemma, in Coqtail.Reals.Rzeta2]
pow1_P [definition, in Coqtail.Reals.Rzeta2]
pow2 [definition, in Coqtail.Fresh.Reals.Rrealize]
pow2_pos [lemma, in Coqtail.Reals.Rpow_facts]
pow2_sqr [lemma, in Coqtail.Reals.Rpow_facts]
pred_itere [lemma, in Coqtail.Arith.Modulo]
Preimage [inductive, in Coqtail.Topology.TFunctions]
prime_dividing_sum_of_two_squares_plus_one [lemma, in Coqtail.Arith.Lagrange_four_square]
prime_div_false [lemma, in Coqtail.Arith.Lagrange_four_square]
prime_odd [lemma, in Coqtail.Arith.Lagrange_four_square]
prime_dec_aux_inf [definition, in Coqtail.Arith.Znumfacts]
Product [definition, in Coqtail.Sets.Cartesian_product]
Product_cardinal [lemma, in Coqtail.Sets.Cartesian_product_facts]
Product_preserves_finite [lemma, in Coqtail.Sets.Cartesian_product_facts]
Product_singleton_singleton_singleton [lemma, in Coqtail.Sets.Cartesian_product_facts]
Product_add_singleton [lemma, in Coqtail.Sets.Cartesian_product_facts]
Product_singleton_add [lemma, in Coqtail.Sets.Cartesian_product_facts]
Product_add_right [lemma, in Coqtail.Sets.Cartesian_product_facts]
Product_add_left [lemma, in Coqtail.Sets.Cartesian_product_facts]
Product_empty_set_set_empty [lemma, in Coqtail.Sets.Cartesian_product_facts]
Product_set_empty_set_empty [lemma, in Coqtail.Sets.Cartesian_product_facts]
prolongement_C1_C1 [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
prolongement_C1_derivable [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
Prop_inhabited_inversion [lemma, in Coqtail.Fresh.Inhabited.Examples]
Prop_inhabited_stable [lemma, in Coqtail.Fresh.Inhabited.Examples]
pr_nu_var2_interv [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
Pser_unique [lemma, in Coqtail.Complex.Cpser_base_facts]
Pser_Cseqcv_link [lemma, in Coqtail.Complex.Cpser_base_facts]
Pser_minus [lemma, in Coqtail.Complex.Cpser_base_facts]
Pser_add [lemma, in Coqtail.Complex.Cpser_base_facts]
Pser_constant_seq [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Pser_ext [lemma, in Coqtail.Reals.Rextensionality]
Pser_Rpser_link [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Psucc_lt_neg [lemma, in Coqtail.Reals.Rzeta2]
Psucc_lt [lemma, in Coqtail.Reals.Rzeta2]


Q

Qdiv_pos [lemma, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qeq_pos_symmetric [instance, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qeq_pos_transitive [instance, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qeq_pos [definition, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qle_pos_transitive [instance, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qle_pos [definition, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qmax [definition, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qmax_comm [lemma, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qmult_pos_compat [lemma, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qmult_pos_le_compat [lemma, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Qn_S [lemma, in Coqtail.Reals.RStirling]
Qplus_le_lt_compat [lemma, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
q_pow_i [definition, in Coqtail.Complex.Cfunctions]


R

R [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
R [definition, in Coqtail.Reals.Raxioms.Rcauchy]
RA [module, in Coqtail.Fresh.Reals.Rimpl]
Rabs [module, in Coqtail.Fresh.Reals.Rabs]
Rabs [definition, in Coqtail.Reals.Raxioms.Rcauchy]
Rabs [library]
Rabs_INR [lemma, in Coqtail.mytheories.myReals.MyINR]
Rabs_div [lemma, in Coqtail.Reals.Reirr]
Rabs_middle_is_in_the_middle [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rabs_le_maj [lemma, in Coqtail.Reals.Logic.Rmarkov]
Rabs_pos_lt_contravar [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rabs_le [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rabs_eq_compat [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rabs_Rdiv [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rabs_opp1 [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rabs_eq_compat [lemma, in Coqtail.mytheories.myReals.MyRbasic_fun]
Rabs_min [lemma, in Coqtail.Reals.Logic.Runcountable]
Rabs_max [lemma, in Coqtail.Reals.Logic.Runcountable]
Rabs_include [lemma, in Coqtail.Reals.Logic.Runcountable]
Rabs_Rinv_neg [lemma, in Coqtail.Reals.Rtactic]
Rabs_Rinv_pos [lemma, in Coqtail.Reals.Rtactic]
Rabs_div_neg [lemma, in Coqtail.Reals.Rtactic]
Rabs_div_pos [lemma, in Coqtail.Reals.Rtactic]
Rabs_minus_dev1 [lemma, in Coqtail.Reals.Rtactic]
Rabs_minus_dev [lemma, in Coqtail.Reals.Rtactic]
Rabs_2 [lemma, in Coqtail.Reals.Rtactic]
Rabs_minus1 [lemma, in Coqtail.Reals.Rtactic]
Rabs_minus [lemma, in Coqtail.Reals.Rtactic]
Rabs_add1 [lemma, in Coqtail.Reals.Rtactic]
Rabs_add [lemma, in Coqtail.Reals.Rtactic]
Rabs_left1_inv [lemma, in Coqtail.Reals.Rtactic]
Rabs_left_inv [lemma, in Coqtail.Reals.Rtactic]
Rabs_right1 [lemma, in Coqtail.Reals.Rtactic]
Rabs_div [lemma, in Coqtail.Reals.Rtactic]
Rabs_Cnorm [lemma, in Coqtail.Complex.Cnorm]
Rabs_neq_rev [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rabs_null_rev [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rabs.IZR [module, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rabs [definition, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rabs_0 [lemma, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rabs_eq_compat [lemma, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rabs_pos [lemma, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rapprox [module, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rconvenient [module, in Coqtail.Fresh.Reals.Rabs]
Rabs.Repsilon [module, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rsequence [module, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rseq_cauchy_abs [lemma, in Coqtail.Fresh.Reals.Rabs]
Rabs.Rseq_abs [definition, in Coqtail.Fresh.Reals.Rabs]
Radius_extensionality.AnBn_ext [variable, in Coqtail.Reals.Rpser.Rpser_base_facts]
Radius_extensionality.Bn [variable, in Coqtail.Reals.Rpser.Rpser_base_facts]
Radius_extensionality.An [variable, in Coqtail.Reals.Rpser.Rpser_base_facts]
Radius_extensionality [section, in Coqtail.Reals.Rpser.Rpser_base_facts]
Ranalysis_facts [library]
Ranalysis_monotonicity [library]
Ranalysis_def_simpl [library]
Ranalysis_def [library]
Ranalysis_usual [library]
Ranalysis_extend [library]
Ranalysis_continuity [library]
Ranalysis_derivability [library]
Ranalysis_MVT [library]
Ranalysis5 [library]
Rapprox [module, in Coqtail.Fresh.Reals.Rapprox]
Rapprox [library]
Rapprox.IZR [module, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.po [definition, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.pop [definition, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Ppow2_double [lemma, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Rconvenient [module, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Repsilon [module, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Rpos_witness [lemma, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Rsequence [module, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Rseq_cv_approx [lemma, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Rseq_approx [definition, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Zapprox [definition, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Zle_S_Ppow2 [lemma, in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Zpos_Ppow2_increasing [lemma, in Coqtail.Fresh.Reals.Rapprox]
Ratan [library]
Raxiom [library]
Raxioms [library]
Rball [definition, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_dist_bound [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_dist_pos [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_ext_eq [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_c_0_empty [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_0_simpl [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_included [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_rewrite2 [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_rewrite [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_radius_pos [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_eq_trans [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_eq_sym [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_eq_refl [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_eq [definition, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_dist [definition, in Coqtail.Reals.Ranalysis.Rinterval]
Rball_eq_atan_arctan_sum [lemma, in Coqtail.Reals.Ratan]
Rball_0_opp_compat_rev [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rball_0_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rcauchy [library]
Rcauchy_lemmas [library]
Rconvenient [module, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient [library]
Rconvenient.Equivalence_Req [instance, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ppow2 [definition, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Proper_Req_inv [instance, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Proper_Req_opp [instance, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Proper_Req_mul [instance, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Proper_Req_add [instance, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_pos_compat [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_le_cancel_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_eq_cancel_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_lt_cancel_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_le_cancel_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_lt_cancel_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_eq_cancel_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_le_compat [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_le_lt_compat [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_lt_le_compat [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_le_compat_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_le_compat_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_lt_compat [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_lt_compat_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_0_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Radd_eq_compat_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rdiscr_irrefl [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rdiv_mul_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rdiv_mul_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Req [section, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Req_le_compat_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Req_le_compat_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Req_le_compat [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Req_lt_compat [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Req_trans [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Req_refl [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Req_sym [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rinv_pos_compat [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rinv_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rle_0_opp [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rle_opp_0 [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rle_trans [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rle_lt_trans [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rlt_pos [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rlt_0_opp [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rlt_opp_0 [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rlt_opp_1_0 [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rlt_0_2 [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rlt_le_trans [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rlt_irrefl [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_le_compat_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_le_compat_neg_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_lt_compat_neg_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_le_compat_neg_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_lt_compat_neg_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_le_compat_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_lt_compat_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_le_cancel_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_lt_cancel_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_le_cancel_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_lt_cancel_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_0_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_0_l [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_eq_cancel_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_1_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_add_distr_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rmul_eq_compat_r [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rnn_pow2 [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ropp_sub [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ropp_add [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ropp_le_contravar_reciprocal [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ropp_lt_contravar_reciprocal [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ropp_le_contravar [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ropp_lt_contravar [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ropp_involutive [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Ropp_0 [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rpos_lt [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rpos_pow2 [lemma, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Rpow2 [definition, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.R_ring [definition, in Coqtail.Fresh.Reals.Rconvenient]
Rconvenient.Setoid_R [instance, in Coqtail.Fresh.Reals.Rconvenient]
RD [module, in Coqtail.Fresh.Reals.Rimpl]
Rdefinitions [library]
Rdiv [definition, in Coqtail.Reals.Raxioms.Rdefinitions]
Rdiv_1 [lemma, in Coqtail.Complex.Croot_n]
Rdiv_eq_compat [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rdiv_0_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rdiv_eq_0_inv [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rdiv_exp_seq_simpl [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
realisation_by_stdlib [library]
real_hnorm2 [lemma, in Coqtail.Arith.Hurwitz_prop]
Real_std_lib.FTC_Riemann [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.derive_Riemann_integrable [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_chasles [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_monotony2 [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_monotony [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.Riemann_integrable_chasles [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.Riemann_integrable_Rabs [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_const [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.Riemann_integrable_const [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_linear [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.Riemann_integrable_linear [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_singleton [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_opp [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.continuity_implies_RiemannInt [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.Riemann_integrable_singleton [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_ext [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.RiemannInt_P1 [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib.Riemann_integrable [definition, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Real_std_lib [module, in Coqtail.Reals.Ediff.realisation_by_stdlib]
reciprocal [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
reciprocal_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
reciprocal_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
reciprocal_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
reciprocal_opp_compat_interval2 [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_facts]
reciprocal_opp_compat_interval [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_facts]
reciprocal_open_interval_atan_tan [lemma, in Coqtail.Reals.Ratan]
reciprocal_tan_atan [lemma, in Coqtail.Reals.Ratan]
reciprocal_in_contravariant [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
reduct_adjacences_nil [lemma, in Coqtail.Graphs.definitions]
reduct_adjacences2_nileq [constructor, in Coqtail.Graphs.definitions]
reduct_adjacences2_nil [constructor, in Coqtail.Graphs.definitions]
reduct_adjacences2_t [constructor, in Coqtail.Graphs.definitions]
reduct_adjacences2 [inductive, in Coqtail.Graphs.definitions]
reduct_adjacences [definition, in Coqtail.Graphs.definitions]
Reirr [library]
rel [definition, in Coqtail.Hierarchy.Type_class_instance]
rel_prime_bezout [lemma, in Coqtail.Arith.Znumfacts]
remove_evens [lemma, in Coqtail.Reals.Rzeta2]
remove_odds [lemma, in Coqtail.Reals.Rzeta2]
Repsilon [module, in Coqtail.Fresh.Reals.Repsilon]
Repsilon [library]
Repsilon.halfpos [lemma, in Coqtail.Fresh.Reals.Repsilon]
Repsilon.IZR [module, in Coqtail.Fresh.Reals.Repsilon]
Repsilon.Rconvenient [module, in Coqtail.Fresh.Reals.Repsilon]
Repsilon.Rlt_pos_0 [lemma, in Coqtail.Fresh.Reals.Repsilon]
Repsilon.Rmul_2 [lemma, in Coqtail.Fresh.Reals.Repsilon]
Repsilon.Rsub_lt_pos_eq [lemma, in Coqtail.Fresh.Reals.Repsilon]
Repsilon.Rsub_0_eq [lemma, in Coqtail.Fresh.Reals.Repsilon]
Req [definition, in Coqtail.Reals.Raxioms.Rcauchy]
Req_Rball_eq [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Req_or_neq [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Req_dec [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Req_or_neq [lemma, in Coqtail.Complex.Cbase]
Return [definition, in Coqtail.Monad.Option]
Return_Bind [definition, in Coqtail.Monad.Option]
rewrite_power_2 [lemma, in Coqtail.Arith.Ztools]
Rexp [definition, in Coqtail.Reals.Rpser.Rpser_usual]
Rexp_mult_simpl [lemma, in Coqtail.Reals.Dequa.Dequa_examples]
Rexp_eq_Deriv_Rexp [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rextensionality [library]
RFsequence [library]
RFsequence_facts [library]
RFseq_cvu [definition, in Coqtail.Reals.RFsequence]
RFseq_cv_interv [definition, in Coqtail.Reals.RFsequence]
RFseq_cv [definition, in Coqtail.Reals.RFsequence]
RFseq_div [definition, in Coqtail.Reals.RFsequence]
RFseq_minus [definition, in Coqtail.Reals.RFsequence]
RFseq_inv [definition, in Coqtail.Reals.RFsequence]
RFseq_opp [definition, in Coqtail.Reals.RFsequence]
RFseq_mult [definition, in Coqtail.Reals.RFsequence]
RFseq_plus [definition, in Coqtail.Reals.RFsequence]
RFseq_cvu_derivable [lemma, in Coqtail.Reals.RFsequence_facts]
Rfun [library]
Rfunction [module, in Coqtail.Fresh.Reals.Rfun]
Rfunction_facts [library]
Rfunction_def [library]
Rfunction_classes [library]
Rfunction_classes_usual [library]
Rfunction_classes_def [library]
Rfunction_classes_facts [library]
Rfunction.IZR [module, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rapprox [module, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rcont [definition, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rcont_compose [lemma, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rcont_opp [lemma, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rcont_sub [lemma, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rcont_mul [lemma, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rcont_add [lemma, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rcont_op [definition, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rcont_pt [definition, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rconvenient [module, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Repsilon [module, in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rsequence [module, in Coqtail.Fresh.Reals.Rfun]
Rfun_continuity_eq_compat [lemma, in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rfun_continuity_pt_eq_compat [lemma, in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rfun_eq.Heq [variable, in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rfun_eq.g [variable, in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rfun_eq.f [variable, in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rfun_eq [section, in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rfun_eq_trans [lemma, in Coqtail.Reals.Ranalysis.Rfunction_def]
Rfun_eq_sym [lemma, in Coqtail.Reals.Ranalysis.Rfunction_def]
Rfun_eq_refl [lemma, in Coqtail.Reals.Ranalysis.Rfunction_def]
Rfun_eq [definition, in Coqtail.Reals.Ranalysis.Rfunction_def]
Rge [definition, in Coqtail.Reals.Raxioms.Rdefinitions]
Rgt [definition, in Coqtail.Reals.Raxioms.Rdefinitions]
RI [module, in Coqtail.Fresh.Reals.Rimpl]
RiemannInt_continuity [lemma, in Coqtail.Reals.Cauchy_lipschitz]
RiemannInt_continuity [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_derivable_pt [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_derivable_pt_lim [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_add_1 [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_add [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_linear_1 [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_minus_1 [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_minus [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_integrable_minus [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_integrable_eq_compat [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_Chasles [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_primitive [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_le_ext [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_ext [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_le_Rabs [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_constant [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_linear [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_singleton [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_bound_exchange_1 [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_bound_exchange [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
RiemannInt_P340 [lemma, in Coqtail.Reals.Ediff.realisation_by_stdlib]
RiemannInt_P330 [lemma, in Coqtail.Reals.Ediff.realisation_by_stdlib]
RiemannInt_P310 [lemma, in Coqtail.Reals.Ediff.realisation_by_stdlib]
RiemannInt_P320 [lemma, in Coqtail.Reals.Ediff.realisation_by_stdlib]
Riemann_integrable_eq_compat [lemma, in Coqtail.Reals.Rintegral]
Riemann_integrable_add [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_Chasles [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_included_right [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_included_left [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_Rabs [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_constant [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_linear [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_continuity_gen [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_singleton [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_continuity [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_PI [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_opp_bound [lemma, in Coqtail.Reals.Rintegral.Riemann_integrable]
Riemann_integrable_f_n_Sn [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Riemann_integrable [library]
Rimpl [module, in Coqtail.Fresh.Reals.Rimpl]
Rimpl [library]
Rimpl_template [library]
Rimpl.eq_Req [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.IPR [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.IZR [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.IZR_same [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.neq_Rdiscr [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.R [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Radd [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Radd_0_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Radd_opp_r [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Radd_assoc [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Radd_comm [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Radd_eq_compat_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Radd_lt_compat_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rcomplete [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rdiscr [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rdiscr_neq [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rdist [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rdiv [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Req [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Req_lt_compat_r [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Req_lt_compat_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Req_eq [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Req_refl [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rge [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rgt [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rinv [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rinv_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rinv_0_lt_compat [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rle [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rlt [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rlt_0_1 [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rlt_asym [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rlt_trans [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rmul [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rmul_1_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rmul_assoc [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rmul_comm [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rmul_add_distr_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rmul_eq_compat_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rmul_lt_compat_l [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Ropp [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rseq_cv [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rseq_Cauchy [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rsub [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rup [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.Rup_spec [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.R_dist [lemma, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.R0 [definition, in Coqtail.Fresh.Reals.Rimpl]
Rimpl.R1 [definition, in Coqtail.Fresh.Reals.Rimpl]
Ring [record, in Coqtail.Hierarchy.Type_class_definition]
Ring [record, in Coqtail.Hierarchy.Type_class_definition_beta]
ring_commutative_Z_nZ [instance, in Coqtail.Hierarchy.Type_class_instance]
ring_Z_nZ [instance, in Coqtail.Hierarchy.Type_class_instance]
ring_commutative_Z [instance, in Coqtail.Hierarchy.Type_class_instance]
ring_Z [instance, in Coqtail.Hierarchy.Type_class_instance]
ring_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
ring_comm_ring [projection, in Coqtail.Hierarchy.Type_class_definition]
Ring_Commutative [record, in Coqtail.Hierarchy.Type_class_definition]
ring_distributive_l [projection, in Coqtail.Hierarchy.Type_class_definition]
ring_distributive_r [projection, in Coqtail.Hierarchy.Type_class_definition]
ring_monoid [projection, in Coqtail.Hierarchy.Type_class_definition]
ring_group_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
ring_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
ring_comm_ring [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Ring_Commutative [record, in Coqtail.Hierarchy.Type_class_definition_beta]
ring_distributive_l [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
ring_distributive_r [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
ring_monoid [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
ring_group_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Rint [definition, in Coqtail.Reals.Rintegral]
Rintegral [library]
Rintegral_usual [library]
Rintegral_tactic [library]
Rinterval [library]
Rint_substitution [lemma, in Coqtail.Reals.Rintegral]
Rint_parts [lemma, in Coqtail.Reals.Rintegral]
Rint_derive2 [lemma, in Coqtail.Reals.Rintegral]
Rint_derive [lemma, in Coqtail.Reals.Rintegral]
Rint_Cauchy_Schwarz [lemma, in Coqtail.Reals.Rintegral]
Rint_continuous_pos_eq_0 [lemma, in Coqtail.Reals.Rintegral]
Rint_continuous_gt_0 [lemma, in Coqtail.Reals.Rintegral]
Rint_abs_le_int [lemma, in Coqtail.Reals.Rintegral]
Rint_pos [lemma, in Coqtail.Reals.Rintegral]
Rint_le_compat [lemma, in Coqtail.Reals.Rintegral]
Rint_props [section, in Coqtail.Reals.Rintegral]
Rint_scalar_mult_compat_r [lemma, in Coqtail.Reals.Rintegral]
Rint_scalar_mult_compat_l [lemma, in Coqtail.Reals.Rintegral]
Rint_opp2 [lemma, in Coqtail.Reals.Rintegral]
Rint_opp1 [lemma, in Coqtail.Reals.Rintegral]
Rint_minus [lemma, in Coqtail.Reals.Rintegral]
Rint_plus [lemma, in Coqtail.Reals.Rintegral]
Rint_eq [lemma, in Coqtail.Reals.Rintegral]
Rint_operations [section, in Coqtail.Reals.Rintegral]
Rint_subinterval [lemma, in Coqtail.Reals.Rintegral]
Rint_uniqueness [lemma, in Coqtail.Reals.Rintegral]
Rint_constant [lemma, in Coqtail.Reals.Rintegral]
Rint_singleton [lemma, in Coqtail.Reals.Rintegral]
Rint_Chasles [lemma, in Coqtail.Reals.Rintegral]
Rint_continuity [lemma, in Coqtail.Reals.Rintegral]
Rint_RiemannInt_link [lemma, in Coqtail.Reals.Rintegral]
Rint_eq_compat [lemma, in Coqtail.Reals.Rintegral]
Rint_reverse_2 [lemma, in Coqtail.Reals.Rintegral]
Rint_reverse_1 [lemma, in Coqtail.Reals.Rintegral]
Rint_facts [section, in Coqtail.Reals.Rintegral]
Rint_C1 [section, in Coqtail.mytheories.myReals.MyRfunctions]
Rint_inv1 [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rint_generalized_Chasles [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rint_sqrt_inv [lemma, in Coqtail.Reals.Rintegral.Rintegral_usual]
Rint_sin [lemma, in Coqtail.Reals.Rintegral.Rintegral_usual]
Rint_cos [lemma, in Coqtail.Reals.Rintegral.Rintegral_usual]
Rint_pow_pos [lemma, in Coqtail.Reals.Rintegral.Rintegral_usual]
Rint_exp [lemma, in Coqtail.Reals.Rintegral.Rintegral_usual]
Rint_inv [lemma, in Coqtail.Reals.Rintegral.Rintegral_usual]
Rinv [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
Rinv [definition, in Coqtail.Reals.Raxioms.Rcauchy]
RinvN [definition, in Coqtail.Reals.Rintegral.Riemann_integrable]
Rinv_lt_contravar_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rinv_l [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rinv_comp [instance, in Coqtail.Reals.Raxioms.Rcauchy]
Rinv_eq_1 [lemma, in Coqtail.Reals.Wallis]
Rinv_plus [lemma, in Coqtail.Reals.Wallis]
RIVT [library]
Rle [definition, in Coqtail.Reals.Raxioms.Rdefinitions]
Rle_neq_Rlt [lemma, in Coqtail.Complex.Cpolar]
Rle_Rminus [lemma, in Coqtail.Complex.Croot_n]
Rle_0_inv_2 [lemma, in Coqtail.Reals.Logic.Rmarkov]
Rle_neq_lt [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rle_Rminus_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rle_Rminus [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rle_lt_Rdist_compat [lemma, in Coqtail.mytheories.myReals.MyR_dist]
Rle_minus' [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rle_Cv_radius_weak_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rlt [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
Rlt [definition, in Coqtail.Reals.Raxioms.Rcauchy]
Rlt_0_inv_2 [lemma, in Coqtail.Reals.Logic.Rmarkov]
Rlt_minus_sort3 [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rlt_1_mult_inv [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rlt_minus_swap [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rlt_Rminus_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rlt_minus_sort2 [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rlt_minus_sort [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rlt_trans [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rlt_asym [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rlt_le_Rdist_compat [lemma, in Coqtail.mytheories.myReals.MyR_dist]
Rlt_middle_l [lemma, in Coqtail.Reals.Logic.Runcountable]
Rlt_middle_r [lemma, in Coqtail.Reals.Logic.Runcountable]
Rlt_plus_exchange [lemma, in Coqtail.Complex.CFsequence_facts]
Rlt_minus_exchange [lemma, in Coqtail.Complex.CFsequence_facts]
Rlt_div_2 [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
Rmarkov [library]
Rmax_lt [lemma, in Coqtail.Reals.Rintegral]
Rmax_le [lemma, in Coqtail.Reals.Rintegral]
Rmax_def [lemma, in Coqtail.Reals.Rintegral]
Rmax_le_le_le [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_lt_lt_lt [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_pos_lt_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_pos_lt_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_pos_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_pos_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_eq_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_eq_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_diag [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmax_opp_opp_Rmin [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus [definition, in Coqtail.Reals.Raxioms.Rdefinitions]
Rminus_lt_plus [lemma, in Coqtail.Reals.Reirr]
Rminus_lt_compat_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_lt_compat [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_lt_compat_r_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_eq_compat [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_opp [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_le_compat_l_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_le_compat_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_le_compat_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_lt_compat_l_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_lt_compat_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_lt_compat_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_pos_lt [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rminus_eq_compat_rev_strong [lemma, in Coqtail.Reals.Ratan]
Rminus_Rlt [lemma, in Coqtail.Complex.Cpser_facts]
Rminus_le_compat_r [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rmin_ge [lemma, in Coqtail.Reals.Rintegral]
Rmin_def [lemma, in Coqtail.Reals.Rintegral]
Rmin_ge_0 [lemma, in Coqtail.Complex.Cpser_base_facts]
Rmin_le_le_le [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmin_lt_lt_lt [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmin_pos_lt [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmin_pos [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmin_eq_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmin_eq_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmin_diag [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmin_opp_opp_Rmax [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmin_lt_Rmax [lemma, in Coqtail.Reals.Ratan]
Rmin_le_Rmax [lemma, in Coqtail.Reals.Ratan]
Rmult [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
Rmult [definition, in Coqtail.Reals.Raxioms.Rcauchy]
Rmult_0_lt_compat [lemma, in Coqtail.Complex.Cpolar]
Rmult_Rdiv_lt_compat_l_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_minus_distr_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_Rinv_le_compat_contravar [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_Rinv_le_compat [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_eq_compat [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_eq_compat_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_Rinv_lt_compat_l_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_Rinv_lt_compat_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_Rinv_lt_compat_r_rev [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_Rinv_lt_compat_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rmult_lt_compat_l [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rmult_plus_distr_l [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rmult_1_l [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rmult_assoc [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rmult_comm [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rmult_eq_compat_r_rev_strong [lemma, in Coqtail.Reals.Ratan]
Rmult_lt_compat [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rmult_pow [lemma, in Coqtail.Reals.Rtactic]
Rn [definition, in Coqtail.Reals.Logic.Runcountable]
Rneq_lt_gt_dec [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rneq_lt_or_gt [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rneq_le_lt [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Ropp [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
Ropp [definition, in Coqtail.Reals.Raxioms.Rcauchy]
Ropp_eq_compat_l [lemma, in Coqtail.Reals.Ranalysis.Rinterval]
Ropp_Rdiv_compat_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Ropp_eq_compat_rev [lemma, in Coqtail.Reals.Ratan]
Ropp_sqr [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rorder [module, in Coqtail.Fresh.Reals.Rorder]
Rorder [library]
Rorder.Acc_0_sigT [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.DiscretePos [section, in Coqtail.Fresh.Reals.Rorder]
Rorder.DiscretePos.x [variable, in Coqtail.Fresh.Reals.Rorder]
Rorder.DiscretePos.xpos [variable, in Coqtail.Fresh.Reals.Rorder]
Rorder.exT [inductive, in Coqtail.Fresh.Reals.Rorder]
Rorder.exT_sigT [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.exT_Acc_0 [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.exT_intro [constructor, in Coqtail.Fresh.Reals.Rorder]
Rorder.IZR [module, in Coqtail.Fresh.Reals.Rorder]
Rorder.pos_nat_weak_decidable [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.pos_nat [definition, in Coqtail.Fresh.Reals.Rorder]
Rorder.P_later_Acc [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.P_Acc [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.Rapprox [module, in Coqtail.Fresh.Reals.Rorder]
Rorder.Rconvenient [module, in Coqtail.Fresh.Reals.Rorder]
Rorder.Repsilon [module, in Coqtail.Fresh.Reals.Rorder]
Rorder.Rlt_witness [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.Rlt_0_x [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.Rpos_witness [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.sigT_pos_nat [lemma, in Coqtail.Fresh.Reals.Rorder]
Rorder.weak_constructive_eps.R [variable, in Coqtail.Fresh.Reals.Rorder]
Rorder.weak_constructive_eps.P_weak_decidable [variable, in Coqtail.Fresh.Reals.Rorder]
Rorder.weak_constructive_eps.P [variable, in Coqtail.Fresh.Reals.Rorder]
Rorder.weak_constructive_eps [section, in Coqtail.Fresh.Reals.Rorder]
Rplus [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
Rplus [definition, in Coqtail.Reals.Raxioms.Rcauchy]
Rplus_lt_minus [lemma, in Coqtail.Reals.Reirr]
Rplus_le_simpl_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rplus_le_simpl_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rplus_lt_simpl_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rplus_lt_simpl_l [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rplus_eq_compat [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rplus_eq_compat_r [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rplus_pos_neq [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rplus_pos_lt [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rplus_lt_compat_l [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rplus_opp_r [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rplus_0_l [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rplus_assoc [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rplus_comm [axiom, in Coqtail.Reals.Raxioms.Raxioms]
Rplus_minus_assoc [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rplus_eq_compat_l_rev_strong [lemma, in Coqtail.Reals.Ratan]
Rpositive [definition, in Coqtail.Reals.Raxioms.Rcauchy]
Rpow_2_opp_inf_0 [lemma, in Coqtail.Complex.Croot_n]
Rpow_2_inf_0 [lemma, in Coqtail.Complex.Croot_n]
Rpow_eq_compat [lemma, in Coqtail.mytheories.myReals.MyRIneq]
Rpow_mult_distr [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
Rpow_lt_1_compat [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rpow_2_1 [lemma, in Coqtail.Complex.Cprop_base]
Rpow_2_0 [lemma, in Coqtail.Complex.Cprop_base]
Rpow_facts [library]
Rpser [definition, in Coqtail.Reals.Rpser.Rpser_def]
Rpser [library]
Rpser_abs [definition, in Coqtail.Reals.Rpser.Rpser_def]
Rpser_partial_sum_derive_pt_lim_in [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
Rpser_partial_sum_derive_pt_lim [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
Rpser_partial_sum_derive [definition, in Coqtail.Reals.Rpser.Rpser_derivative]
Rpser_infinite_cv_radius_caracterization [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Rpser_finite_cv_radius_caracterization [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Rpser_abel2 [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Rpser_abs_infinite_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Rpser_abs_cv_radius_weak [lemma, in Coqtail.Reals.Rpser.Rpser_radius_facts]
Rpser_little_O_partial_sum [lemma, in Coqtail.Reals.Rpser.Rpser_taylor]
Rpser_big_O_partial_sum [lemma, in Coqtail.Reals.Rpser.Rpser_taylor]
Rpser_zip_compat_0_r [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rpser_zip_compat_0_l [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rpser_zero_seq [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rpser_extensionality.AnBn_ext [variable, in Coqtail.Reals.Rextensionality]
Rpser_extensionality.Bn [variable, in Coqtail.Reals.Rextensionality]
Rpser_extensionality.An [variable, in Coqtail.Reals.Rextensionality]
Rpser_extensionality [section, in Coqtail.Reals.Rextensionality]
Rpser_unique_extentionality [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_unique [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_expand_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_alt_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_zip_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_minus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_add_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_scal_compat [lemma, in Coqtail.Reals.Rpser.Rpser_base_facts]
Rpser_abs_unfold [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rpser_bound_criteria [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_infinite [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_finite_eventually [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_finite [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_weak_reciprocal_eventually [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_weak_eventually [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_weak_reciprocal [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_weak [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_prelim2 [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_alembert_prelim [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_abel [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rpser_prod_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
Rpser_cv_speed_pow_id [lemma, in Coqtail.Reals.Rpow_facts]
Rpser_cv_facts [library]
Rpser_sums [library]
Rpser_taylor [library]
Rpser_derivative [library]
Rpser_derivative_facts [library]
Rpser_sums_facts [library]
Rpser_radius_facts [library]
Rpser_def_simpl [library]
Rpser_def [library]
Rpser_usual [library]
Rpser_base_facts [library]
RR [definition, in Coqtail.Fresh.Inhabited.Functions]
Rrealize [module, in Coqtail.Fresh.Reals.Rrealize]
Rrealize [module, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize [library]
Rrealize.Const [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.IPR [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.IPR [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.IZR [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.IZR [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.JOKER [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.P2 [variable, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.R [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.R [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Radd [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Radd [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Radd_0_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Radd_opp_r [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Radd_assoc [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Radd_comm [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Radd_eq_compat_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Radd_lt_compat_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Radd_0_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Radd_opp_r [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Radd_assoc [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Radd_comm [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Radd_eq_compat_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Radd_lt_compat_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rcauchy [projection, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rcomplete [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rcomplete [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rdef [constructor, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rdiscr [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rdiscr [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rdist [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rdist [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rdiv [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rdiv [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Req [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Req [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Req_lt_compat_r [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Req_lt_compat_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Req_lt_compat_r [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Req_lt_compat_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rge [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rge [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rgt [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rgt [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rinv [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rinv [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rinv_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rinv_0_lt_compat [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rinv_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rinv_0_lt_compat [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rle [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rle [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rlt [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rlt [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rlt_0_1 [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rlt_asym [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rlt_trans [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rlt_0_1 [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rlt_asym [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rlt_trans [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rmul [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rmul [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rmul_1_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rmul_assoc [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rmul_comm [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rmul_add_distr_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rmul_eq_compat_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rmul_lt_compat_l [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rmul_1_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rmul_assoc [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rmul_comm [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rmul_add_distr_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rmul_eq_compat_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rmul_lt_compat_l [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Ropp [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Ropp [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rseq [projection, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rseq_cv [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rseq_Cauchy [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rseq_cv [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rseq_Cauchy [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rsub [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rsub [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rup [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rup [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Rup_spec [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.Rup_spec [lemma, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.R0 [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.R0 [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.R1 [definition, in Coqtail.Fresh.Reals.Rrealize]
Rrealize.R1 [definition, in Coqtail.Fresh.Reals.Rimpl_template]
Rrealize.Zneg_Zpos [lemma, in Coqtail.Fresh.Reals.Rrealize]
Rrealize._R [record, in Coqtail.Fresh.Reals.Rrealize]
rseq [inductive, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
Rseq [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq [library]
Rsequence [module, in Coqtail.Fresh.Reals.Rseq]
Rsequence [library]
Rsequence_base_facts [library]
Rsequence_cv_facts [library]
Rsequence_tactics_reflection [library]
Rsequence_def [library]
Rsequence_stdlib [library]
Rsequence_sums_facts [library]
Rsequence_bound_facts [library]
Rsequence_rewrite_facts [library]
Rsequence_facts [library]
Rsequence_rel_facts [library]
Rsequence_subsequence [library]
Rsequence_ring [library]
Rsequence_tactics [library]
Rsequence_usual_facts [library]
Rsequence.Rconvenient [module, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Repsilon [module, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rseq [definition, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rseq_opp_cv_compat [lemma, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rseq_add_cv_compat [lemma, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rseq_cv_unique [lemma, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rseq_opp [definition, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rseq_sub [definition, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rseq_mul [definition, in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rseq_add [definition, in Coqtail.Fresh.Reals.Rseq]
rseq_precondition [definition, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_limit_add [definition, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_limit_opp_is_limit [lemma, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_limit_opp [definition, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
Rseq_with_limit [definition, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_limit [inductive, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_minus [constructor, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_plus [constructor, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_opp [constructor, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_var [constructor, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
rseq_cst [constructor, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
Rseq_pps_abs [definition, in Coqtail.Reals.Rpser.Rpser_def]
Rseq_pps [definition, in Coqtail.Reals.Rpser.Rpser_def]
Rseq_ln_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_poly_fact_little_O [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_pow_fact_little_O [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_inv_poly_pow_lt_1_little_O [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_poly_pow_gt_1_little_O [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_pow_little_O [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_inv_poly_little_O [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_poly_little_O [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_fact_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_pow_gt_1_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_pow_lt_1_cv_strong [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_pow_abs_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_pow_lt_1_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_pow_eq_1_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_poly_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_poly_shift_equiv [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_poly_shifts_equiv [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_cv_pos_infty_INR [lemma, in Coqtail.Reals.Rsequence.Rsequence_usual_facts]
Rseq_ring_theory [lemma, in Coqtail.Reals.Rsequence.Rsequence_ring]
Rseq_setoid_theory [lemma, in Coqtail.Reals.Rsequence.Rsequence_ring]
Rseq_cv_0_abs_compat [lemma, in Coqtail.Reals.RIVT]
Rseq_equiv_inv_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_1 [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_cv_equiv_constant [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv_constant [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv_div [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv_neg_infty_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv_pos_infty_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv.Heq [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv.l [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv_compat [instance, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv [section, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_cv_little_O_cv_pos_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_pos_infty.l [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_pos_infty.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_pos_infty.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_pos_infty [section, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv_pos_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv.Ho [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv.l [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv [section, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_plus_little_O_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_mult_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_opp_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_Rmult_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.r [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.En [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.Xn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.Wn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat [section, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_inv_contravar [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_mult_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_opp_compat_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_opp_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_plus_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_Rmult_compat_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_Rmult_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.r [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.Xn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.Wn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat [section, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_mult_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_opp_compat_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_opp_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_plus_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_Rmult_compat_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_Rmult_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.r [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.Xn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.Wn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat [section, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_little_O_compat_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_little_O_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_big_O_compat_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_big_O_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_big_O_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_little_O_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_big_O_incl [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_big_O_incl [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_Equivalence [instance, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_sym [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_refl [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_Transitive [instance, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_PreOrder [instance, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_refl [lemma, in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_prod_rewrite [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rseq_norm_abs_Cim [lemma, in Coqtail.Complex.Cpser_facts]
Rseq_norm_abs_Cre [lemma, in Coqtail.Complex.Cpser_facts]
Rseq_fact [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_alt [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_pow [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_inv_poly [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_poly [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_equiv [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_little_O [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_big_O [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_cv_neg_infty [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_cv_pos_infty [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_cv [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_le [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_bound [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_bound_min [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_bound_max [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_strictly_decreasing [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_decreasing [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_strictly_growing [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_growing [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_neq_0 [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_eventually2 [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_eventually [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_eq [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_zip [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_shifts [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_shift [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_abs [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_div [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_minus [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_prod [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_sum [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_inv [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_opp [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_mult [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_plus [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_constant [definition, in Coqtail.Reals.Rsequence.Rsequence_def]
Rseq_interval_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_limit_comparison [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_negative_limit [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_positive_limit [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_sandwich_theorem [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_Rseq_cv_neg_infty_incompat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_Rseq_cv_pos_infty_incompat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_unique [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_others [section, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_abs_neg_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_abs_pos_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_0_inv_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_neg_infty_div_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_neg_infty_inv_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_pos_infty_div_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_pos_infty_inv_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_neg_infty_opp_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_pos_infty_opp_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_neg_infty_plus_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_neg_mult_neg_infty_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_pos_mult_neg_infty_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_neg_mult_pos_infty_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_pos_mult_pos_infty_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_neg_mult_neg_infty_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_pos_mult_neg_infty_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_neg_mult_pos_infty_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_pos_mult_pos_infty_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_neg_minus_pos_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_pos_minus_neg_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_minus_pos_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_minus_neg_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_plus_neg_infty_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_plus_neg_infty_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_neg_pos_infty_mult [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_pos_neg_infty_mult [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_neg_neg_infty_mult [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_pos_pos_infty_mult [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_plus_pos_infty_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_finite_plus_pos_infty_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_pos_infty_plus_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_infty.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_infty.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_infty [section, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_even_odd_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_abs_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_continuity_interval_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_continuity_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_div_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_minus_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_inv_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_pow_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_mult_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_opp_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_plus_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_constant_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_bound [lemma, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv [section, in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_shifts_poly_neq [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
Rseq_cv_0_pos_maj_compat [lemma, in Coqtail.Reals.Rzeta2]
Rseq_square_inv_s [definition, in Coqtail.Reals.Rzeta2]
Rseq_square_inv [definition, in Coqtail.Reals.Rzeta2]
Rseq_cv_Un_cv_equiv [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_zip_scal_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_zip_opp [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_zip [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_mult_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_mult_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_minus [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_plus [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_opp [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_scal_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_scal_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_alt_involutive [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_abs_zip [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_abs_alt [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_abs_pow [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_abs_mult [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_abs_idempotent [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_scal_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_inv_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_div_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_mult_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_plus_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_opp_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_fact_simpl [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_div_simpl [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_minus_simpl [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_fusion [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_shift [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shift_shifts [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_O [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_shifts_0 [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_sum_simpl [lemma, in Coqtail.Reals.Rsequence.Rsequence_rewrite_facts]
Rseq_bound_prod [lemma, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_sum [lemma, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_mult [lemma, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_minus [lemma, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_plus [lemma, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_opp [lemma, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_eq [lemma, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.Vn_bd [variable, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.Un_bd [variable, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.lv [variable, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.lu [variable, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.Vn [variable, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities [section, in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_pps_alt_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_zip_compat_even [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_zip_compat_odd [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_prod_unfold [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_abs_unfold [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_plus_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_opp_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_scal_compat_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_scal_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_ext [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_O_simpl [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_0_simpl [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_simpl [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_pps_facts [section, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_even_odd_split' [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_even_odd_split [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_cv_neg_infty_criteria [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_cv_pos_infty_criteria [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_upper_bound [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_lower_bound [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_triang [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_lt_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_lt_compat_strong [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_le_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_le_compat_strong [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_pos [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_pos_strong [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_zip_compat_even [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_zip_compat_odd [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_prod_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_prod_comm [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_reindex_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_split_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_shifts_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_shift_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_minus_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_plus_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_opp_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_scal_compat_r [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_constant_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_scal_compat_l [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_ext [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_sum_ext_strong [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Rseq_cv_pos_infty_le_compat [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rseq_cv_bounded [lemma, in Coqtail.Reals.Rpser.Rpser_cv_facts]
Rseq_bound_max_has_ub [lemma, in Coqtail.Reals.Rsequence.Rsequence_stdlib]
Rseq_cv_Un_cv [lemma, in Coqtail.Reals.Rsequence.Rsequence_stdlib]
Rseq_equiv_subseq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_little_O_subseq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_big_O_subseq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_even_growing_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_subseq_growing_cv_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_zip_extract_evens [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_iter_S [definition, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_extractor_partition [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_subseq_cv_pos_infty_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_subseq_cv_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rseq_unbounded_decreasing [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_unbounded_growing [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_pos_infty_shifts_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_shifts_compat_reciprocal [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_shifts_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_neg_infty_shift_compat_reciprocal [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_pos_infty_shift_compat_reciprocal [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_shift_compat_reciprocal [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_neg_infty_shift_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_pos_infty_shift_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_shift_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_strictly_growing_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_growing_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_cv_not_infty [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_growing_constructive_limit [lemma, in Coqtail.Reals.Rsequence.Rsequence_facts]
Rseq_equiv_asymptotic [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_little_O_asymptotic [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_big_O_asymptotic [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_cv_neg_infty_asymptotic [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_cv_pos_infty_asymptotic [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_cv_asymptotic_eq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_cv_asymptotic [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_asymptotic2 [definition, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_asymptotic [definition, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_partial_bound [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_partial_bound_min [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_partial_bound_max [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_partial.Un [variable, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_partial [section, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_equiv_eq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_little_O_eq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_big_O_eq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_cv_neg_infty_eq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_cv_pos_infty_eq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_cv_eq_compat [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_opp_invol [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_eq_Equivalence [instance, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_eq_trans [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_eq_sym [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_eq_refl [lemma, in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseq_equiv_continuity [lemma, in Coqtail.Reals.Wallis]
Rseq_cv_inv_INR_0_1 [lemma, in Coqtail.Reals.Wallis]
Rseq_equiv_ln [lemma, in Coqtail.Reals.Wallis]
Rseq_cv_inv_INR [lemma, in Coqtail.Reals.Wallis]
Rseq_equiv_eq [lemma, in Coqtail.Reals.Wallis]
Rseq_cv_eq_compat1 [lemma, in Coqtail.Reals.Wallis]
Rseries [library]
Rseries_RiemannInt.Applications [section, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt.Rser_RiemannInt_link.Hdec [variable, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt.Rser_RiemannInt_link.Hpos [variable, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt.Rser_RiemannInt_link.Hcont [variable, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt.Rser_RiemannInt_link.f [variable, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt.Rser_RiemannInt_link [section, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt [section, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_usual [library]
Rseries_remainder_facts [library]
Rseries_pos_facts [library]
Rseries_facts [library]
Rseries_cv_facts [library]
Rseries_def [library]
Rseries_RiemannInt [library]
Rseries_base_facts [library]
Rser_cv_inv_poly [lemma, in Coqtail.Reals.Rseries.Rseries_usual]
Rser_cv_square_inv [lemma, in Coqtail.Reals.Rseries.Rseries_usual]
Rser_cv_Vn [lemma, in Coqtail.Reals.RStirling]
Rser_cv_Riemann [lemma, in Coqtail.Reals.RStirling]
Rser_Rser_rem_lt_le [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_cv_reorder [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_rem_lt_le [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_rem_equiv_compat [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Hlu [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Hlv [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.lv [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.lu [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Vn_pos [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Vn [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Un [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv [section, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_rem_little_O_compat [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_rem_big_O_compat [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Hlu [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Hlv [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.lv [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.lu [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Vn_pos [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Vn [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Un [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv [section, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_rem [section, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_partial_equiv_compat [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_partial_little_O_compat [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_partial_big_O_compat [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_infty.Vn_infty [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_infty.Vn_pos [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_infty.Vn [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_infty [section, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv_infty [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_pos_comp.classic [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_pos_comp.NNPP [variable, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_little_O_cv [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_little_O_maj [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_big_O_cv [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_big_O_cv_weak [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_big_O_maj [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_pos_comp [section, in Coqtail.Reals.Rseries.Rseries_facts]
Rser_rem [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_abs_bound [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_bound [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_bound_min [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_bound_max [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_cv_neg_infty [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_cv_pos_infty [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_abs_cv [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_cv [definition, in Coqtail.Reals.Rseries.Rseries_def]
Rser_cv_zero [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_abs_cv_cv [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_sig_shifts_rev [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_sig_shift_rev [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_shifts_rev [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_shifts [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_shift_rev2 [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_shift_rev [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_shift [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_minus_compat [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_plus_compat [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_opp_compat [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_scal_compat_r [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_scal_compat_l [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_ext [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_cv_unique [lemma, in Coqtail.Reals.Rseries.Rseries_base_facts]
Rser_pos_maj_cv_shift [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rser_cv_sig_shift_reciprocal_compat [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rser_cv_shift_reciprocal [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rser_cv_eq_compat [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rser_cv_prod_compat [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rser_pos_maj_cv [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rser_even_odd_split [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rser_cv_bntg [lemma, in Coqtail.Reals.Rzeta2]
Rser_cv_pair_compat [lemma, in Coqtail.Reals.Rzeta2]
Rser_RiemannInt_cv_pos_infty [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rser_RiemannInt_link [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rser_RiemannInt_link_general_term_bound [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rser_RiemannInt_link_general_term_integrable [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rser_cv_growing_odd_compat [lemma, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Rser_cv_growing_even_compat [lemma, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Rser_cv_growing_subseq_compat [lemma, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Rser_pos_cv_dec [lemma, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Rser_pos_bound_cv [lemma, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Rser_pos_strictly_growing [lemma, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Rser_pos_growing [lemma, in Coqtail.Reals.Rseries.Rseries_pos_facts]
Rser_rem_pos [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rser_Rser_rem_equiv [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rser_rem_minus_compat [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rser_rem_plus_compat [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rser_rem_opp_compat [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rser_rem_scal_compat_r [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rser_rem_scal_compat_l [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rser_rem_cv [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rser_rem_ext [lemma, in Coqtail.Reals.Rseries.Rseries_remainder_facts]
Rsqrt_pow_even [lemma, in Coqtail.Reals.Rpow_facts]
Rsqrt_mult_distr [lemma, in Coqtail.Reals.Rpow_facts]
Rsqrt_sqr [lemma, in Coqtail.Reals.Rpow_facts]
Rsqr_eq_0_reg [lemma, in Coqtail.Reals.Rintegral]
Rsqr_pow2 [lemma, in Coqtail.Reals.Rtactic]
Rsqr_minus [lemma, in Coqtail.Reals.Rtactic]
Rsqr_add [lemma, in Coqtail.Reals.Rtactic]
Rsqr_div_unRsqr [lemma, in Coqtail.Reals.Rtactic]
Rsqr_mul [lemma, in Coqtail.Reals.Rtactic]
Rsqr_Rsqrt [lemma, in Coqtail.Reals.Rpow_facts]
RStirling [library]
Rsubseq_cv [lemma, in Coqtail.Subseq.Subseq]
Rsubseq_n_le_extractor_n [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Rsum_shift [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rsum_eq_compat [lemma, in Coqtail.Reals.Rseries.Rseries_cv_facts]
Rsum_switch_index [lemma, in Coqtail.Reals.Rzeta2]
Rtactic [library]
RTaylor [library]
Rtrigo_facts [library]
Runcountable [library]
Rzeta2 [library]
R_R_to_C [definition, in Coqtail.Complex.Cdefinitions]
R_sequence_dec [lemma, in Coqtail.Reals.Logic.Rmarkov]
R_markov [lemma, in Coqtail.Reals.Logic.Rmarkov]
R_dist_gt_r [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
R_dist_ge_r [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
R_dist_gt_l [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
R_dist_ge_l [lemma, in Coqtail.mytheories.myReals.MyRfunctions]
R_dist_Rminus_compat [lemma, in Coqtail.mytheories.myReals.MyR_dist]
R_dist_Rplus_compat [lemma, in Coqtail.mytheories.myReals.MyR_dist]
R_dist_minus_compat [lemma, in Coqtail.mytheories.myReals.MyR_dist]
R_dist_scal_compat [lemma, in Coqtail.mytheories.myReals.MyR_dist]
R_dist_opp_compat [lemma, in Coqtail.mytheories.myReals.MyR_dist]
R_vector_space [record, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.p [variable, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.base [variable, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.dim [variable, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.smul [variable, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.vadd [variable, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.vO [variable, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.N [variable, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.V [variable, in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space [section, in Coqtail.Reals.Ediff.Evect]
R_uncountable [lemma, in Coqtail.Reals.Logic.Runcountable]
R_uncountable_strong [lemma, in Coqtail.Reals.Logic.Runcountable]
R_dist_bounded_in_segment [lemma, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
R_partial_setoid [instance, in Coqtail.Reals.Raxioms.Rcauchy]
R0 [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
R0 [definition, in Coqtail.Reals.Raxioms.Rcauchy]
R1 [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
R1 [definition, in Coqtail.Reals.Raxioms.Rcauchy]
R1_neq_R0 [axiom, in Coqtail.Reals.Raxioms.Raxioms]


S

same [definition, in Coqtail.Arith.Natsets]
same_false [lemma, in Coqtail.Arith.Natsets]
same_true [lemma, in Coqtail.Arith.Natsets]
same_bool [definition, in Coqtail.Arith.Natsets]
SB [inductive, in Coqtail.Fresh.Inhabited.Functions]
scal [constructor, in Coqtail.Reals.Dequa.Dequa_def]
scalar [definition, in Coqtail.Hierarchy.Type_class_definition]
scalar [definition, in Coqtail.Hierarchy.Type_class_definition_beta]
scal_sum1 [lemma, in Coqtail.Reals.Rtactic]
segment_uncountable [lemma, in Coqtail.Reals.Logic.Runcountable]
SemiRing [record, in Coqtail.Hierarchy.Type_class_definition]
SemiRing [record, in Coqtail.Hierarchy.Type_class_definition_beta]
semiring_commutative_nat [instance, in Coqtail.Hierarchy.Type_class_instance_beta]
semiring_nat [instance, in Coqtail.Hierarchy.Type_class_instance_beta]
semiring_commutative_nat [instance, in Coqtail.Hierarchy.Type_class_instance]
semiring_nat [instance, in Coqtail.Hierarchy.Type_class_instance]
semiring_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
semiring_comm_semiring [projection, in Coqtail.Hierarchy.Type_class_definition]
SemiRing_Commutative [record, in Coqtail.Hierarchy.Type_class_definition]
semiring_absorption_l [projection, in Coqtail.Hierarchy.Type_class_definition]
semiring_absorption_r [projection, in Coqtail.Hierarchy.Type_class_definition]
semiring_distributive_l [projection, in Coqtail.Hierarchy.Type_class_definition]
semiring_distributive_r [projection, in Coqtail.Hierarchy.Type_class_definition]
semiring_monoid [projection, in Coqtail.Hierarchy.Type_class_definition]
semiring_monoid_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
semiring_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
semiring_comm_semiring [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
SemiRing_Commutative [record, in Coqtail.Hierarchy.Type_class_definition_beta]
semiring_absorption_l [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
semiring_absorption_r [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
semiring_distributive_l [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
semiring_distributive_r [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
semiring_monoid [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
semiring_monoid_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
separated_space [definition, in Coqtail.Topology.Topology]
sequence_cv [lemma, in Coqtail.Reals.Logic.Runcountable]
sequence_cauchy_crit [lemma, in Coqtail.Reals.Logic.Runcountable]
sequence_cauchy [lemma, in Coqtail.Reals.Logic.Runcountable]
sequence_bound [lemma, in Coqtail.Reals.Logic.Runcountable]
seq_exist_subproof [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
ser_cv_inv_snssn [lemma, in Coqtail.Reals.Triangular]
set [definition, in Coqtail.Topology.Sets]
Sets [section, in Coqtail.Sets.Cartesian_product]
Sets [section, in Coqtail.Topology.Sets]
Sets [library]
Sets.U [variable, in Coqtail.Sets.Cartesian_product]
Sets.U [variable, in Coqtail.Topology.Sets]
Sets.V [variable, in Coqtail.Sets.Cartesian_product]
Set_Extensionality [axiom, in Coqtail.Topology.Sets]
Set_same [definition, in Coqtail.Topology.Sets]
Set_strict_included [definition, in Coqtail.Topology.Sets]
Set_inhabited [inductive, in Coqtail.Topology.Sets]
Set_disjoint_intro [constructor, in Coqtail.Topology.Sets]
Set_disjoint [inductive, in Coqtail.Topology.Sets]
Set_subtract [definition, in Coqtail.Topology.Sets]
Set_minus [definition, in Coqtail.Topology.Sets]
Set_complement [definition, in Coqtail.Topology.Sets]
Set_triple_r [constructor, in Coqtail.Topology.Sets]
Set_triple_m [constructor, in Coqtail.Topology.Sets]
Set_triple_l [constructor, in Coqtail.Topology.Sets]
Set_triple [inductive, in Coqtail.Topology.Sets]
Set_couple_r [constructor, in Coqtail.Topology.Sets]
Set_couple_l [constructor, in Coqtail.Topology.Sets]
Set_couple [inductive, in Coqtail.Topology.Sets]
Set_singleton_intro [constructor, in Coqtail.Topology.Sets]
Set_singleton [inductive, in Coqtail.Topology.Sets]
Set_full_intro [constructor, in Coqtail.Topology.Sets]
Set_full [inductive, in Coqtail.Topology.Sets]
Set_empty [inductive, in Coqtail.Topology.Sets]
Set_union_intro_r [constructor, in Coqtail.Topology.Sets]
Set_union_intro_l [constructor, in Coqtail.Topology.Sets]
Set_union [inductive, in Coqtail.Topology.Sets]
Set_inter_intro [constructor, in Coqtail.Topology.Sets]
Set_inter [inductive, in Coqtail.Topology.Sets]
Set_included [definition, in Coqtail.Topology.Sets]
SFL_interv_right [lemma, in Coqtail.Complex.CFsequence_facts]
SFL_interv [definition, in Coqtail.Complex.CFsequence_facts]
SFL_interv_right [lemma, in Coqtail.Reals.RFsequence_facts]
SFL_interv [definition, in Coqtail.Reals.RFsequence_facts]
shiftp [definition, in Coqtail.Reals.Rzeta2]
side_equa [inductive, in Coqtail.Reals.Dequa.Dequa_def]
sign_rinv [definition, in Coqtail.Reals.Raxioms.Rcauchy]
sincr_ge_id [lemma, in Coqtail.Subseq.Subseq]
sine [definition, in Coqtail.Reals.Rpser.Rpser_usual]
sine_eq_Deriv_cosine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
singleton [definition, in Coqtail.Arith.Natsets]
Singleton_is_add_empty [lemma, in Coqtail.Sets.My_Sets_facts]
single_limit [lemma, in Coqtail.Complex.Cmet]
sin_cv_0_right [lemma, in Coqtail.Reals.Rtrigo_facts]
sin_first_order [lemma, in Coqtail.Reals.Rtrigo_facts]
sin_derivable [lemma, in Coqtail.Reals.Rtrigo_facts]
sin_bound [lemma, in Coqtail.Reals.Rtrigo_facts]
sin_atan [lemma, in Coqtail.Reals.Ratan]
sin_sine [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
sin_infinite_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
sin_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
sin_n [definition, in Coqtail.Reals.Wallis]
sin2PI_period [lemma, in Coqtail.Reals.Rtrigo_facts]
smul [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
smul_identity [projection, in Coqtail.Reals.Ediff.Evect]
smul_compat_rmul [projection, in Coqtail.Reals.Ediff.Evect]
smul_distr_radd [projection, in Coqtail.Reals.Ediff.Evect]
smul_distr_vadd [projection, in Coqtail.Reals.Ediff.Evect]
SndGenHopital [section, in Coqtail.Reals.Hopital]
SndGenHopitalposneg [section, in Coqtail.Reals.Hopital]
SndGenHopitalposneg_left [section, in Coqtail.Reals.Hopital]
SndGenHopital_left.Hlimder [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.g'_not_0 [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.Zg [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.Cg [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.Cf [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.Dg [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.Df [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.Hab [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.L [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.b [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.a [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.g [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left.f [variable, in Coqtail.Reals.Hopital]
SndGenHopital_left [section, in Coqtail.Reals.Hopital]
SndGenHopital.a [variable, in Coqtail.Reals.Hopital]
SndGenHopital.b [variable, in Coqtail.Reals.Hopital]
SndGenHopital.Cf [variable, in Coqtail.Reals.Hopital]
SndGenHopital.Cg [variable, in Coqtail.Reals.Hopital]
SndGenHopital.Df [variable, in Coqtail.Reals.Hopital]
SndGenHopital.Dg [variable, in Coqtail.Reals.Hopital]
SndGenHopital.f [variable, in Coqtail.Reals.Hopital]
SndGenHopital.g [variable, in Coqtail.Reals.Hopital]
SndGenHopital.g'_not_0 [variable, in Coqtail.Reals.Hopital]
SndGenHopital.Hab [variable, in Coqtail.Reals.Hopital]
SndGenHopital.Hlimder [variable, in Coqtail.Reals.Hopital]
SndGenHopital.L [variable, in Coqtail.Reals.Hopital]
SndGenHopital.Zg [variable, in Coqtail.Reals.Hopital]
splitmn [lemma, in Coqtail.Reals.Rzeta2]
sqrt_no_R0 [lemma, in Coqtail.Complex.Cpolar]
sqrt_square2 [lemma, in Coqtail.Complex.Croot_n]
sqrt_le_compat [lemma, in Coqtail.Arith.Ztools]
sqrt_eq_compat_abs [lemma, in Coqtail.Arith.Ztools]
sqrt_eq_compat [lemma, in Coqtail.Arith.Ztools]
sqrt_mult_opp [lemma, in Coqtail.Reals.Rtactic]
sqrt_mult1 [lemma, in Coqtail.Reals.Rtactic]
sqrt_Rabs_pow2 [lemma, in Coqtail.Reals.Rtactic]
sqrt_Rabs_mult_compat [lemma, in Coqtail.Reals.Rtactic]
sqrt_id [lemma, in Coqtail.Reals.Wallis]
sqr_pos [lemma, in Coqtail.Complex.Cpolar]
sqr_pos_lt [lemma, in Coqtail.Complex.Cpolar]
sqr_lt_switch [lemma, in Coqtail.Reals.Rtrigo_facts]
sqr_pos [lemma, in Coqtail.Reals.Rtrigo_facts]
square_bound_opp [lemma, in Coqtail.Arith.Lagrange_four_square]
square_bound [lemma, in Coqtail.Arith.Lagrange_four_square]
square_bound_equality_case [lemma, in Coqtail.Arith.Lagrange_four_square]
Stirling [section, in Coqtail.Reals.RStirling]
Stirling_equiv [lemma, in Coqtail.Reals.RStirling]
strictly_increasing_interval_order [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_open_interval_order [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_decreasing_reciprocal_interval_comm [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_reciprocal_interval_comm [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_reciprocal_interval_compat [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_decreasing_strictly_increasing_interval2 [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_strictly_decreasing_interval2 [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_decreasing_in_opp_rev [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_decreasing_in_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_in_opp_rev [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_in_opp [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_monotonous_interval_image [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_decreasing_interval_image [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_interval_image [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_monotonous_in_injective_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_decreasing_in_injective_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_in_injective_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_monotonous_in_monotonous_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_decreasing_in_decreasing_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing_in_increasing_in [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_monotonicity]
strictly_increasing [definition, in Coqtail.Subseq.Subseq]
strictly_increasing_interval_sin [lemma, in Coqtail.Reals.Rtrigo_facts]
strictly_increasing_open_interval_tan [lemma, in Coqtail.Reals.Rtrigo_facts]
strictly_monotonous [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_decreasing [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_increasing [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_monotonous_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_decreasing_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_increasing_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_monotonous_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_decreasing_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_increasing_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_monotonous_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_decreasing_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_increasing_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
strictly_increasing_atan [lemma, in Coqtail.Reals.Ratan]
strictly_increasing_open_interval_atan [lemma, in Coqtail.Reals.Ratan]
strictly_monotonous_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
strictly_decreasing_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
strictly_increasing_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
strip_diag [lemma, in Coqtail.Reals.Rzeta2]
stronger_inhabited_in_hypothese' [lemma, in Coqtail.Fresh.Inhabited.Examples]
stronger_inhabited_in_hypothese [lemma, in Coqtail.Fresh.Inhabited.Examples]
sub [definition, in Coqtail.Hierarchy.Commutative_ring_binomial]
subrelation_eq_pos [instance, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
subrelation_le_pos [instance, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
subrelation_le_eq [instance, in Coqtail.Reals.Raxioms.Rcauchy_lemmas]
Subseq [library]
subsequence [definition, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
subsets_stable_by_Infinite_Union [lemma, in Coqtail.Topology.Topology]
sub_seq_lb_compat [lemma, in Coqtail.Subseq.Subseq]
sub_seq_ub_compat [lemma, in Coqtail.Subseq.Subseq]
sub_seq [definition, in Coqtail.Subseq.Subseq]
succ [definition, in Coqtail.Reals.Logic.Runcountable]
succ_dist [lemma, in Coqtail.Reals.Logic.Runcountable]
succ_included_r [lemma, in Coqtail.Reals.Logic.Runcountable]
succ_included_l [lemma, in Coqtail.Reals.Logic.Runcountable]
succ_not_in [lemma, in Coqtail.Reals.Logic.Runcountable]
succ_compat [lemma, in Coqtail.Reals.Logic.Runcountable]
succ_facts.H [variable, in Coqtail.Reals.Logic.Runcountable]
succ_facts.k [variable, in Coqtail.Reals.Logic.Runcountable]
succ_facts.y [variable, in Coqtail.Reals.Logic.Runcountable]
succ_facts.x [variable, in Coqtail.Reals.Logic.Runcountable]
succ_facts [section, in Coqtail.Reals.Logic.Runcountable]
sum [definition, in Coqtail.Arith.Natsets]
sum [definition, in Coqtail.Complex.Cpser_facts]
sum [definition, in Coqtail.Reals.Rpser.Rpser_sums]
sumbntg [definition, in Coqtail.Reals.Rzeta2]
sumbntg_val [lemma, in Coqtail.Reals.Rzeta2]
sum_f_R0_eq_seq [lemma, in Coqtail.Complex.Croot_n]
sum_max1 [lemma, in Coqtail.Reals.Reirr]
sum_max [lemma, in Coqtail.Reals.Reirr]
sum_integer_INR_div [lemma, in Coqtail.Reals.Reirr]
sum_f_C0_triang [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_Cnorm_compat [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_Cim_compat [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_Cre_compat [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_minus_compat [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_opp_compat [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_add_compat [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_div [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_mult [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_const_1 [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_const [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_0 [lemma, in Coqtail.Complex.Cfunctions]
sum_q_pow_i [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_reindex [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_eq_seq [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0_simpl [lemma, in Coqtail.Complex.Cfunctions]
sum_f_C0 [definition, in Coqtail.Complex.Cfunctions]
sum_derive_unique [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
sum_r_derive_unique [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
sum_derive_sums [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
sum_r_derive_sums [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
sum_derive [definition, in Coqtail.Reals.Rpser.Rpser_derivative]
sum_r_derive [definition, in Coqtail.Reals.Rpser.Rpser_derivative]
sum_reorder_0 [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
sum_minus [lemma, in Coqtail.Reals.Rseries.Rseries_facts]
sum_derive_unique [lemma, in Coqtail.Complex.Cpser_facts]
sum_r_derive_unique [lemma, in Coqtail.Complex.Cpser_facts]
sum_derive_sums [lemma, in Coqtail.Complex.Cpser_facts]
sum_r_derive_sums [lemma, in Coqtail.Complex.Cpser_facts]
sum_derive [definition, in Coqtail.Complex.Cpser_facts]
sum_r_derive [definition, in Coqtail.Complex.Cpser_facts]
sum_unique [lemma, in Coqtail.Complex.Cpser_facts]
sum_r_unique_strong [lemma, in Coqtail.Complex.Cpser_facts]
sum_r_unique [lemma, in Coqtail.Complex.Cpser_facts]
sum_sums [lemma, in Coqtail.Complex.Cpser_facts]
sum_r_sums [lemma, in Coqtail.Complex.Cpser_facts]
sum_r [definition, in Coqtail.Complex.Cpser_facts]
sum_r_arctan_odd [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
sum_r_arctan_explicit [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
sum_pow_explicit [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
sum_pow [definition, in Coqtail.Reals.Rpser.Rpser_usual]
sum_pow_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
sum_pow_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
sum_r_zip_compat_0_r [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
sum_r_zip_compat_0_l [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
sum_reciprocal_triangular [lemma, in Coqtail.Reals.Triangular]
sum_inv_snssn [lemma, in Coqtail.Reals.Triangular]
sum_triangular_tetrahedral [lemma, in Coqtail.Reals.Triangular]
sum_consecutive_triangle [lemma, in Coqtail.Reals.Triangular]
sum_maj1 [lemma, in Coqtail.Complex.CFsequence_facts]
sum_cv_maj [lemma, in Coqtail.Complex.CFsequence_facts]
sum_ext [lemma, in Coqtail.Reals.Rextensionality]
sum_r_ext [lemma, in Coqtail.Reals.Rextensionality]
sum_f_R0_ext [lemma, in Coqtail.Reals.Rextensionality]
Sum_bnz [lemma, in Coqtail.Reals.Rzeta2]
Sum_bntg_neg [lemma, in Coqtail.Reals.Rzeta2]
Sum_bntg [lemma, in Coqtail.Reals.Rzeta2]
sum_f_R0_sum1 [lemma, in Coqtail.Reals.Rzeta2]
sum_bisum [lemma, in Coqtail.Reals.Rzeta2]
Sum_antg_neg [lemma, in Coqtail.Reals.Rzeta2]
Sum_antg [lemma, in Coqtail.Reals.Rzeta2]
sum_odd_even_split [lemma, in Coqtail.Reals.Rzeta2]
sum_f_R0_Ropp_compat [lemma, in Coqtail.Reals.RTaylor]
sum_div [lemma, in Coqtail.Reals.Rtactic]
sum_opp [lemma, in Coqtail.Reals.Rtactic]
sum_alt_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_zip_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_mult_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_minus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_plus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_scal_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_expand_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_compatibilities.rBn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_compatibilities.rAn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_compatibilities.Bn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_compatibilities.An [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_compatibilities [section, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_alt_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_zip_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_mult_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_minus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_plus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_scal_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_expand_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.rBn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.rAn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.x_bd [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.Bn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.An [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.r [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.x [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities [section, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_unfold [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_unfold [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_unique [lemma, in Coqtail.Reals.Rpser.Rpser_sums]
sum_sums [lemma, in Coqtail.Reals.Rpser.Rpser_sums]
sum_r_unique_strong [lemma, in Coqtail.Reals.Rpser.Rpser_sums]
sum_r_unique [lemma, in Coqtail.Reals.Rpser.Rpser_sums]
sum_r_sums [lemma, in Coqtail.Reals.Rpser.Rpser_sums]
sum_r [definition, in Coqtail.Reals.Rpser.Rpser_sums]
sum_pow [lemma, in Coqtail.Reals.Rpow_facts]
sum1 [definition, in Coqtail.Reals.Rzeta2]
surjectif [lemma, in Coqtail.Arith.Modulo]
surjective [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
surjective_open_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
surjective_interval [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
surjective_in [definition, in Coqtail.Reals.Ranalysis.Ranalysis_def]
surjective_in_contravariant [lemma, in Coqtail.Reals.Ranalysis.Ranalysis_def_simpl]
S_O_add_INC [lemma, in Coqtail.Complex.Cprop_base]
S_INC [lemma, in Coqtail.Complex.Cprop_base]


T

T [definition, in Coqtail.Fresh.Inhabited.Choice_facts]
tactic_correctness [lemma, in Coqtail.Reals.Rsequence.Rsequence_tactics_reflection]
tan_period [lemma, in Coqtail.Reals.Ratan]
tan_cv_neg_infty [lemma, in Coqtail.Reals.Ratan]
tan_cv_pos_infty [lemma, in Coqtail.Reals.Ratan]
tan_cv_pos_infty_prelim [lemma, in Coqtail.Reals.Ratan]
tan_reciprocal_image_interval [lemma, in Coqtail.Reals.Ratan]
tan_reciprocal_image_open_interval [lemma, in Coqtail.Reals.Ratan]
Taylor [section, in Coqtail.Reals.Rpser.Rpser_taylor]
Taylor.En [variable, in Coqtail.Reals.Rpser.Rpser_taylor]
Taylor.r [variable, in Coqtail.Reals.Rpser.Rpser_taylor]
Taylor.Un [variable, in Coqtail.Reals.Rpser.Rpser_taylor]
TContinuity [library]
Telescoping_series_opp [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Telescoping_series [lemma, in Coqtail.Reals.Rseries.Rseries_RiemannInt]
TFunctions [library]
Topological_Space [record, in Coqtail.Topology.Topology]
Topological_Continuity [definition, in Coqtail.Topology.TContinuity]
Topology [library]
toto [lemma, in Coqtail.Arith.Ndiv]
toto [lemma, in Coqtail.Fresh.Inhabited.Functions]
toto' [lemma, in Coqtail.Fresh.Inhabited.Functions]
triangle [definition, in Coqtail.Reals.Triangular]
triangle [definition, in Coqtail.Reals.Rtactic]
triangle_positive [lemma, in Coqtail.Reals.Triangular]
triangle_non_negative [lemma, in Coqtail.Reals.Triangular]
triangle_sum [lemma, in Coqtail.Reals.Triangular]
Triangular [library]
Trivial [section, in Coqtail.Reals.Cauchy_lipschitz]
trivial [definition, in Coqtail.Topology.Topology]
trivial_topology [instance, in Coqtail.Topology.Topology]
trivial_union_stable [lemma, in Coqtail.Topology.Topology]
trivial_intersection_stable [lemma, in Coqtail.Topology.Topology]
trivial_open_full_set [lemma, in Coqtail.Topology.Topology]
trivial_open_empty_set [lemma, in Coqtail.Topology.Topology]
Trivial_Topology.set [variable, in Coqtail.Topology.Topology]
Trivial_Topology.U [variable, in Coqtail.Topology.Topology]
Trivial_Topology [section, in Coqtail.Topology.Topology]
two_Sn [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
Type_inhabited_inversion_implies_epsilon [lemma, in Coqtail.Fresh.Inhabited.Examples]
Type_inhabited_stable [lemma, in Coqtail.Fresh.Inhabited.Examples]
Type_class_instance_beta [library]
Type_class_definition [library]
Type_class_definition_beta [library]
Type_class_instance [library]
T_U [lemma, in Coqtail.Fresh.Inhabited.Choice_facts]


U

U [definition, in Coqtail.Fresh.Inhabited.Choice_facts]
ub_lt_2_pos [lemma, in Coqtail.Reals.RFsequence_facts]
unfold_plus1 [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
unfold_Ropp [lemma, in Coqtail.Reals.Rsequence.Rsequence_sums_facts]
union [definition, in Coqtail.Arith.Natsets]
Union_add_right [lemma, in Coqtail.Sets.My_Sets_facts]
Union_add_left [lemma, in Coqtail.Sets.My_Sets_facts]
Union_assoc [lemma, in Coqtail.Sets.My_Sets_facts]
Union_empty_set_right [lemma, in Coqtail.Sets.My_Sets_facts]
Union_empty_set_left [lemma, in Coqtail.Sets.My_Sets_facts]
Union_comm [lemma, in Coqtail.Sets.My_Sets_facts]
union_stable [projection, in Coqtail.Topology.Topology]
uniqueness_limite [lemma, in Coqtail.Complex.Canalysis_diff]
uniqueness_step3 [lemma, in Coqtail.Complex.Canalysis_diff]
uniqueness_step2 [lemma, in Coqtail.Complex.Canalysis_diff]
uniqueness_step1 [lemma, in Coqtail.Complex.Canalysis_diff]
uniqueness_limite [lemma, in Coqtail.Complex.Canalysis_deriv]
uniqueness_step3 [lemma, in Coqtail.Complex.Canalysis_deriv]
uniqueness_step2 [lemma, in Coqtail.Complex.Canalysis_deriv]
uniqueness_step1 [lemma, in Coqtail.Complex.Canalysis_deriv]
unlift_example3 [lemma, in Coqtail.Fresh.Inhabited.Examples]
unlift_example2 [lemma, in Coqtail.Fresh.Inhabited.Examples]
unlift_example [lemma, in Coqtail.Fresh.Inhabited.Examples]
Un_cv [lemma, in Coqtail.Reals.RStirling]
Un_pos [lemma, in Coqtail.Reals.RStirling]
up [axiom, in Coqtail.Reals.Raxioms.Rdefinitions]
Useful_definitions.vect_space [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions.p [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions.base [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions.dim [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions.smul [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions.vadd [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions.vO [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions.N [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions.V [variable, in Coqtail.Reals.Ediff.Evect]
Useful_definitions [section, in Coqtail.Reals.Ediff.Evect]
Useless [section, in Coqtail.Reals.Hopital]
Useless.a [variable, in Coqtail.Reals.Hopital]
Useless.b [variable, in Coqtail.Reals.Hopital]
Useless.Cf [variable, in Coqtail.Reals.Hopital]
Useless.Cg [variable, in Coqtail.Reals.Hopital]
Useless.Df [variable, in Coqtail.Reals.Hopital]
Useless.Dg [variable, in Coqtail.Reals.Hopital]
Useless.f [variable, in Coqtail.Reals.Hopital]
Useless.g [variable, in Coqtail.Reals.Hopital]
Useless.g_not_0 [variable, in Coqtail.Reals.Hopital]
Useless.g'_not_0 [variable, in Coqtail.Reals.Hopital]
Useless.Hab [variable, in Coqtail.Reals.Hopital]
Useless.Hlimder [variable, in Coqtail.Reals.Hopital]
Useless.Zg [variable, in Coqtail.Reals.Hopital]
U_T [lemma, in Coqtail.Fresh.Inhabited.Choice_facts]


V

V [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
vadd [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
vadd_inverse [projection, in Coqtail.Reals.Ediff.Evect]
vadd_identity [projection, in Coqtail.Reals.Ediff.Evect]
vadd_assoc [projection, in Coqtail.Reals.Ediff.Evect]
vadd_comm [projection, in Coqtail.Reals.Ediff.Evect]
value [definition, in Coqtail.Hierarchy.Type_class_definition]
value [definition, in Coqtail.Hierarchy.Type_class_definition_beta]
val_compat_eq [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
val_compat_eq [constructor, in Coqtail.Hierarchy.Type_class_definition_beta]
VC [definition, in Coqtail.Reals.Ediff.Evect]
VCinfty [definition, in Coqtail.Reals.Ediff.Evect]
VClass [inductive, in Coqtail.Reals.Ediff.Evect]
VCn [definition, in Coqtail.Reals.Ediff.Evect]
Vcon [constructor, in Coqtail.Vec.Vec_def]
Vconcat [definition, in Coqtail.Vec.Vec_def]
Vcontinuity [definition, in Coqtail.Reals.Ediff.Evect]
Vcontinuity_pt [definition, in Coqtail.Reals.Ediff.Evect]
VC_derivable [lemma, in Coqtail.Reals.Ediff.Evect]
VC_infty [definition, in Coqtail.Reals.Ediff.Evect]
VDcon [constructor, in Coqtail.Vec.VecDep_def]
Vderivable [definition, in Coqtail.Reals.Ediff.Evect]
Vderivable_pt [definition, in Coqtail.Reals.Ediff.Evect]
Vderivable_pt_abs [definition, in Coqtail.Reals.Ediff.Evect]
Vderivable_pt_lim [definition, in Coqtail.Reals.Ediff.Evect]
Vderive [definition, in Coqtail.Reals.Ediff.Evect]
Vderive_pt [definition, in Coqtail.Reals.Ediff.Evect]
VDget [definition, in Coqtail.Vec.VecDep_def]
VDmap [definition, in Coqtail.Vec.VecDep_def]
VDmap_full [definition, in Coqtail.Vec.VecDep_def]
VDnil [constructor, in Coqtail.Vec.VecDep_def]
VDupdate [definition, in Coqtail.Vec.VecDep_def]
Vec [inductive, in Coqtail.Vec.Vec_def]
VecDep [inductive, in Coqtail.Vec.VecDep_def]
VecDep_def [library]
Vectorial_Cauchy [library]
Vectors [library]
vector_space [record, in Coqtail.Topology.Vectors]
Vector_Spaces.smul [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.vadd [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.vO [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.V [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.Rfield [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.req [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.rinv [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.rdiv [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.ropp [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.rsub [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.rmul [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.radd [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.rI [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.rO [variable, in Coqtail.Topology.Vectors]
Vector_Spaces.R [variable, in Coqtail.Topology.Vectors]
Vector_Spaces [section, in Coqtail.Topology.Vectors]
vector_space_normed_homogeneity [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_normed_triangular_inequality [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_normed_separation [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_normed_vector_space [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_normed_field_valued [projection, in Coqtail.Hierarchy.Type_class_definition]
Vector_Space_Normed [record, in Coqtail.Hierarchy.Type_class_definition]
vector_space_eq_compat_r [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_eq_compat_l [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_iden_l [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_assoc [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_distributive_l [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_distributive_r [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_group_comm [projection, in Coqtail.Hierarchy.Type_class_definition]
vector_space_field [projection, in Coqtail.Hierarchy.Type_class_definition]
Vector_Space [record, in Coqtail.Hierarchy.Type_class_definition]
vector_space_normed_homogeneity [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_normed_triangular_inequality [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_normed_separation [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_normed_vector_space [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_normed_field_valued [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Vector_Space_Normed [record, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_iden_l [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_assoc [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_distributive_l [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_distributive_r [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_eq_compat [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_group_comm [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_field [projection, in Coqtail.Hierarchy.Type_class_definition_beta]
Vector_Space [record, in Coqtail.Hierarchy.Type_class_definition_beta]
vector_space_a_O [lemma, in Coqtail.Hierarchy.Vector_space_facts]
vector_space_O_x [lemma, in Coqtail.Hierarchy.Vector_space_facts]
Vector_space_facts [library]
vect_space [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
Vec_ext [definition, in Coqtail.Vec.Vec_def]
Vec_ext_eq [lemma, in Coqtail.Vec.Vec_prop]
Vec_rect2 [definition, in Coqtail.Vec.Vec_prop]
Vec_prop [library]
Vec_def [library]
vertex [definition, in Coqtail.Graphs.definitions]
vertex_dec [lemma, in Coqtail.Graphs.definitions]
vertices [definition, in Coqtail.Graphs.definitions]
vertices_dec [lemma, in Coqtail.Graphs.definitions]
Vget [definition, in Coqtail.Vec.Vec_def]
Vget_PI [lemma, in Coqtail.Vec.Vec_prop]
Vmap [definition, in Coqtail.Vec.Vec_def]
Vmap_full [definition, in Coqtail.Vec.Vec_def]
Vmap_full_sound [lemma, in Coqtail.Vec.Vec_prop]
Vmap_sound [lemma, in Coqtail.Vec.Vec_prop]
Vnil [constructor, in Coqtail.Vec.Vec_def]
Vn_ser_eq [lemma, in Coqtail.Reals.RStirling]
Vn_maj [lemma, in Coqtail.Reals.RStirling]
Vn_simpl [lemma, in Coqtail.Reals.RStirling]
Vn_S [lemma, in Coqtail.Reals.RStirling]
Vn_O [lemma, in Coqtail.Reals.RStirling]
vO [variable, in Coqtail.Reals.Ediff.Vectorial_Cauchy]
vsub [definition, in Coqtail.Reals.Ediff.Evect]
Vupdate [definition, in Coqtail.Vec.Vec_def]
VVcontinuity [definition, in Coqtail.Reals.Ediff.Evect]
VVcontinuity_pt [definition, in Coqtail.Reals.Ediff.Evect]


W

Wallis [section, in Coqtail.Reals.Wallis]
Wallis [library]
Wallis_quotient_lim2 [lemma, in Coqtail.Reals.Wallis]
Wallis_quotient [lemma, in Coqtail.Reals.Wallis]
Wallis_quotient_lim1 [lemma, in Coqtail.Reals.Wallis]
Wallis_bound [lemma, in Coqtail.Reals.Wallis]
Wallis_maj [lemma, in Coqtail.Reals.Wallis]
Wallis_even_le_odd [lemma, in Coqtail.Reals.Wallis]
Wallis_odd_le_even [lemma, in Coqtail.Reals.Wallis]
Wallis_odd [lemma, in Coqtail.Reals.Wallis]
Wallis_even [lemma, in Coqtail.Reals.Wallis]
Wallis_formula [lemma, in Coqtail.Reals.Wallis]
Wallis_1 [lemma, in Coqtail.Reals.Wallis]
Wallis_0 [lemma, in Coqtail.Reals.Wallis]
weaksum_r_derive_unique [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
weaksum_r_derive_sums [lemma, in Coqtail.Reals.Rpser.Rpser_derivative]
weaksum_r_derive [definition, in Coqtail.Reals.Rpser.Rpser_derivative]
weaksum_r_derive_unique [lemma, in Coqtail.Complex.Cpser_facts]
weaksum_r_derive_sums [lemma, in Coqtail.Complex.Cpser_facts]
weaksum_r_derive [definition, in Coqtail.Complex.Cpser_facts]
weaksum_r_unique_strong [lemma, in Coqtail.Complex.Cpser_facts]
weaksum_r_unique [lemma, in Coqtail.Complex.Cpser_facts]
weaksum_r_sums [lemma, in Coqtail.Complex.Cpser_facts]
weaksum_r [definition, in Coqtail.Complex.Cpser_facts]
weaksum_r_ext [lemma, in Coqtail.Reals.Rextensionality]
weaksum_r_alt_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_zip_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_mult_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_minus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_plus_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_opp_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_scal_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_expand_compat [lemma, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.rBn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.rAn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.x_bd [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.Bn [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.An [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.r [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.x [variable, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities [section, in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_unique_strong [lemma, in Coqtail.Reals.Rpser.Rpser_sums]
weaksum_r_unique [lemma, in Coqtail.Reals.Rpser.Rpser_sums]
weaksum_r_sums [lemma, in Coqtail.Reals.Rpser.Rpser_sums]
weaksum_r [definition, in Coqtail.Reals.Rpser.Rpser_sums]
whole_R [definition, in Coqtail.Reals.Ranalysis.Rinterval]
W_even_pos [lemma, in Coqtail.Reals.Wallis]
W_odd [definition, in Coqtail.Reals.Wallis]
W_even [definition, in Coqtail.Reals.Wallis]


X

x [axiom, in Coqtail.Fresh.Inhabited.Functions]
Xring [lemma, in Coqtail.Hierarchy.Commutative_ring_binomial]
x_modulo_2PI [lemma, in Coqtail.Complex.Cpolar]
x_modulo_PI [lemma, in Coqtail.Reals.Ratan]
x_modulo_B [lemma, in Coqtail.Reals.Ratan]


Y

y [constructor, in Coqtail.Reals.Dequa.Dequa_def]
y [axiom, in Coqtail.Fresh.Inhabited.Functions]


Z

Z [constructor, in Coqtail.Fresh.Inhabited.Functions]
Zabs_nat_inj [lemma, in Coqtail.Arith.Ztools]
Zbounding_square [lemma, in Coqtail.Arith.Lagrange_four_square]
Zcompare_Eq_eq [lemma, in Coqtail.Arith.Znumfacts]
Zdivide_square_rev [lemma, in Coqtail.Arith.Ztools]
Zdivide_square [lemma, in Coqtail.Arith.Ztools]
Zdivide_inf [lemma, in Coqtail.Arith.Ztools]
Zeqm [library]
Zeq_0_square [lemma, in Coqtail.Arith.Ztools]
zero [definition, in Coqtail.Reals.Rpser.Rpser_usual]
Zero_in [lemma, in Coqtail.Reals.Ratan]
zero_is_zero [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
zero_infinite_cv_radius [lemma, in Coqtail.Reals.Rpser.Rpser_usual]
zero_seq [definition, in Coqtail.Reals.Rpser.Rpser_usual]
zeta2 [definition, in Coqtail.Reals.Rzeta2]
zeta2_pi_2_6 [lemma, in Coqtail.Reals.Rzeta2]
zeta2_val [lemma, in Coqtail.Reals.Rzeta2]
zeta2_half [lemma, in Coqtail.Reals.Rzeta2]
Zle_0_square [lemma, in Coqtail.Arith.Ztools]
Zmod_mult_comm [instance, in Coqtail.Hierarchy.Type_class_instance]
Zmod_mult_plus_distr_l [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_mult_plus_distr_r [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_plus_comm [instance, in Coqtail.Hierarchy.Type_class_instance]
Zmod_mult_compat_r [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_mult_compat_l [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_mult_1_l [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_mult_1_r [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_plus_compat_l [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_plus_compat_r [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_plus_0_r [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_plus_0_l [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmod_sqrt_eq_compat [lemma, in Coqtail.Arith.Lagrange_four_square]
Zmult_compat_r [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmult_compat_l [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmult_reverse [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmult_iden_r [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmult_iden_l [lemma, in Coqtail.Hierarchy.Type_class_instance]
Zmult_divide_compat_rev_l [lemma, in Coqtail.Arith.Ztools]
Zmult_le_1_compat [lemma, in Coqtail.Arith.Ztools]
Zmult_neq_0_compat [lemma, in Coqtail.Arith.Ztools]
Zmult_le_reg_l [lemma, in Coqtail.Arith.Hurwitz_prop]
Zneg_xH_IZR [lemma, in Coqtail.Reals.Rtactic]
Zneg_xO_IZR [lemma, in Coqtail.Reals.Rtactic]
Zneg_xI_IZR [lemma, in Coqtail.Reals.Rtactic]
Znumfacts [library]
Zpos_xH_IZR [lemma, in Coqtail.Reals.Rtactic]
Zpos_xI_IZR [lemma, in Coqtail.Reals.Rtactic]
Zpos_xO_IZR [lemma, in Coqtail.Reals.Rtactic]
zr [definition, in Coqtail.Reals.Rzeta2]
zr2 [definition, in Coqtail.Reals.Rzeta2]
zr22 [definition, in Coqtail.Reals.Rzeta2]
Zseq_Cauchy [definition, in Coqtail.Fresh.Reals.Rrealize]
Zsquare_pos [lemma, in Coqtail.Arith.Ztools]
Ztools [library]
Zzero [definition, in Coqtail.Reals.Rzeta2]
_ %= _ [notation, in Coqtail.Hierarchy.Type_class_instance]
Z_nZ.n [variable, in Coqtail.Hierarchy.Type_class_instance]
Z_nZ [section, in Coqtail.Hierarchy.Type_class_instance]
Z_mult_div_bounds [lemma, in Coqtail.Arith.Ztools]
Z_mult_div_mod [lemma, in Coqtail.Arith.Ztools]
Z_prime_ind [lemma, in Coqtail.Arith.Znumfacts]
Z_prime_rect [lemma, in Coqtail.Arith.Znumfacts]
Z_le_lt_eq_dec [definition, in Coqtail.Arith.Znumfacts]
Z_of_Z_unit [definition, in Coqtail.Arith.Hurwitz_def]
Z_mone [constructor, in Coqtail.Arith.Hurwitz_def]
Z_one [constructor, in Coqtail.Arith.Hurwitz_def]
Z_unit [inductive, in Coqtail.Arith.Hurwitz_def]


_

_PI2_Rlt_PI2 [lemma, in Coqtail.Reals.Ratan]


other

_ / _ (CFseq_scope) [notation, in Coqtail.Complex.CFsequence]
_ - _ (CFseq_scope) [notation, in Coqtail.Complex.CFsequence]
/ _ (CFseq_scope) [notation, in Coqtail.Complex.CFsequence]
- _ (CFseq_scope) [notation, in Coqtail.Complex.CFsequence]
_ * _ (CFseq_scope) [notation, in Coqtail.Complex.CFsequence]
_ + _ (CFseq_scope) [notation, in Coqtail.Complex.CFsequence]
/ _ (Cfun_scope) [notation, in Coqtail.Complex.Canalysis_def]
_ o _ (Cfun_scope) [notation, in Coqtail.Complex.Canalysis_def]
_ / _ (Cfun_scope) [notation, in Coqtail.Complex.Canalysis_def]
_ - _ (Cfun_scope) [notation, in Coqtail.Complex.Canalysis_def]
_ * _ (Cfun_scope) [notation, in Coqtail.Complex.Canalysis_def]
- _ (Cfun_scope) [notation, in Coqtail.Complex.Canalysis_def]
_ + _ (Cfun_scope) [notation, in Coqtail.Complex.Canalysis_def]
_ / _ (Cseq_scope) [notation, in Coqtail.Complex.Csequence_def]
_ - _ (Cseq_scope) [notation, in Coqtail.Complex.Csequence_def]
| _ | (Cseq_scope) [notation, in Coqtail.Complex.Csequence_def]
/ _ (Cseq_scope) [notation, in Coqtail.Complex.Csequence_def]
- _ (Cseq_scope) [notation, in Coqtail.Complex.Csequence_def]
_ * _ (Cseq_scope) [notation, in Coqtail.Complex.Csequence_def]
_ + _ (Cseq_scope) [notation, in Coqtail.Complex.Csequence_def]
_ +i _ (C_scope) [notation, in Coqtail.Complex.Cdefinitions]
_ / _ (C_scope) [notation, in Coqtail.Complex.Cdefinitions]
_ - _ (C_scope) [notation, in Coqtail.Complex.Cdefinitions]
_ `* _ (C_scope) [notation, in Coqtail.Complex.Cdefinitions]
/ _ (C_scope) [notation, in Coqtail.Complex.Cdefinitions]
- _ (C_scope) [notation, in Coqtail.Complex.Cdefinitions]
_ * _ (C_scope) [notation, in Coqtail.Complex.Cdefinitions]
_ + _ (C_scope) [notation, in Coqtail.Complex.Cdefinitions]
_ ^ _ (C_scope) [notation, in Coqtail.Complex.Cpow]
_ :=: _ (de_scope) [notation, in Coqtail.Reals.Dequa.Dequa_def]
_ - _ (de_scope) [notation, in Coqtail.Reals.Dequa.Dequa_def]
_ * _ (de_scope) [notation, in Coqtail.Reals.Dequa.Dequa_def]
_ + _ (de_scope) [notation, in Coqtail.Reals.Dequa.Dequa_def]
_ * _ (de_scope) [notation, in Coqtail.Reals.Dequa.Dequa_def]
- _ (de_scope) [notation, in Coqtail.Reals.Dequa.Dequa_def]
`c _ (de_scope) [notation, in Coqtail.Reals.Dequa.Dequa_def]
_ ^ _ (nat_scope) [notation, in Coqtail.Arith.Npow]
( _ | _ ) (nat_scope) [notation, in Coqtail.Arith.Ndiv]
_ / _ (RFseq_scope) [notation, in Coqtail.Reals.RFsequence]
_ - _ (RFseq_scope) [notation, in Coqtail.Reals.RFsequence]
/ _ (RFseq_scope) [notation, in Coqtail.Reals.RFsequence]
- _ (RFseq_scope) [notation, in Coqtail.Reals.RFsequence]
_ * _ (RFseq_scope) [notation, in Coqtail.Reals.RFsequence]
_ + _ (RFseq_scope) [notation, in Coqtail.Reals.RFsequence]
_ == _ (Rfun_scope) [notation, in Coqtail.Reals.Ranalysis.Rfunction_def]
_ ~ _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ = o ( _ ) (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ = O ( _ ) (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ == _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ / _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ - _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
| _ | (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
/ _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
- _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ # _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ * _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ + _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_def]
_ ⋅ _ (Rseq_scope) [notation, in Coqtail.Reals.Rsequence.Rsequence_subsequence]
_ < _ <= _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ < _ < _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ <= _ < _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ <= _ <= _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ > _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ >= _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ <= _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ / _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ - _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ < _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
/ _ _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
- _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ * _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ + _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rdefinitions]
_ < _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rcauchy]
/ _ _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rcauchy]
- _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rcauchy]
_ * _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rcauchy]
_ + _ (R_scope) [notation, in Coqtail.Reals.Raxioms.Rcauchy]
_ ≡ _ [ _ ] [notation, in Coqtail.Arith.Zeqm]
_ h* _ [notation, in Coqtail.Arith.Hurwitz_def]
_ h- _ [notation, in Coqtail.Arith.Hurwitz_def]
_ h+ _ [notation, in Coqtail.Arith.Hurwitz_def]
h- [notation, in Coqtail.Arith.Hurwitz_def]
0 [notation, in Coqtail.Complex.Cdefinitions]
1 [notation, in Coqtail.Complex.Cdefinitions]
[ _ ] [notation, in Coqtail.Fresh.Inhabited.Monad]
[| _ |]R [notation, in Coqtail.Reals.Dequa.Dequa_def]
[| _ |]N [notation, in Coqtail.Reals.Dequa.Dequa_def]



Notation Index

C

_ ** _ [in Coqtail.Hierarchy.Commutative_ring_binomial]
_ + _ [in Coqtail.Hierarchy.Commutative_ring_binomial]
_ == _ [in Coqtail.Hierarchy.Commutative_ring_binomial]
_ * _ [in Coqtail.Hierarchy.Commutative_ring_binomial]
_ ^ _ [in Coqtail.Hierarchy.Commutative_ring_binomial]
_ / _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ - _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ > _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ >= _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ <= _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ ## _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ == _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
- _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ * _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ + _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]
_ < _ (R_scope) [in Coqtail.Fresh.Reals.Raxiom]


F

_ %= _ [in Coqtail.Hierarchy.Type_class_instance]


Z

_ %= _ [in Coqtail.Hierarchy.Type_class_instance]


other

_ / _ (CFseq_scope) [in Coqtail.Complex.CFsequence]
_ - _ (CFseq_scope) [in Coqtail.Complex.CFsequence]
/ _ (CFseq_scope) [in Coqtail.Complex.CFsequence]
- _ (CFseq_scope) [in Coqtail.Complex.CFsequence]
_ * _ (CFseq_scope) [in Coqtail.Complex.CFsequence]
_ + _ (CFseq_scope) [in Coqtail.Complex.CFsequence]
/ _ (Cfun_scope) [in Coqtail.Complex.Canalysis_def]
_ o _ (Cfun_scope) [in Coqtail.Complex.Canalysis_def]
_ / _ (Cfun_scope) [in Coqtail.Complex.Canalysis_def]
_ - _ (Cfun_scope) [in Coqtail.Complex.Canalysis_def]
_ * _ (Cfun_scope) [in Coqtail.Complex.Canalysis_def]
- _ (Cfun_scope) [in Coqtail.Complex.Canalysis_def]
_ + _ (Cfun_scope) [in Coqtail.Complex.Canalysis_def]
_ / _ (Cseq_scope) [in Coqtail.Complex.Csequence_def]
_ - _ (Cseq_scope) [in Coqtail.Complex.Csequence_def]
| _ | (Cseq_scope) [in Coqtail.Complex.Csequence_def]
/ _ (Cseq_scope) [in Coqtail.Complex.Csequence_def]
- _ (Cseq_scope) [in Coqtail.Complex.Csequence_def]
_ * _ (Cseq_scope) [in Coqtail.Complex.Csequence_def]
_ + _ (Cseq_scope) [in Coqtail.Complex.Csequence_def]
_ +i _ (C_scope) [in Coqtail.Complex.Cdefinitions]
_ / _ (C_scope) [in Coqtail.Complex.Cdefinitions]
_ - _ (C_scope) [in Coqtail.Complex.Cdefinitions]
_ `* _ (C_scope) [in Coqtail.Complex.Cdefinitions]
/ _ (C_scope) [in Coqtail.Complex.Cdefinitions]
- _ (C_scope) [in Coqtail.Complex.Cdefinitions]
_ * _ (C_scope) [in Coqtail.Complex.Cdefinitions]
_ + _ (C_scope) [in Coqtail.Complex.Cdefinitions]
_ ^ _ (C_scope) [in Coqtail.Complex.Cpow]
_ :=: _ (de_scope) [in Coqtail.Reals.Dequa.Dequa_def]
_ - _ (de_scope) [in Coqtail.Reals.Dequa.Dequa_def]
_ * _ (de_scope) [in Coqtail.Reals.Dequa.Dequa_def]
_ + _ (de_scope) [in Coqtail.Reals.Dequa.Dequa_def]
_ * _ (de_scope) [in Coqtail.Reals.Dequa.Dequa_def]
- _ (de_scope) [in Coqtail.Reals.Dequa.Dequa_def]
`c _ (de_scope) [in Coqtail.Reals.Dequa.Dequa_def]
_ ^ _ (nat_scope) [in Coqtail.Arith.Npow]
( _ | _ ) (nat_scope) [in Coqtail.Arith.Ndiv]
_ / _ (RFseq_scope) [in Coqtail.Reals.RFsequence]
_ - _ (RFseq_scope) [in Coqtail.Reals.RFsequence]
/ _ (RFseq_scope) [in Coqtail.Reals.RFsequence]
- _ (RFseq_scope) [in Coqtail.Reals.RFsequence]
_ * _ (RFseq_scope) [in Coqtail.Reals.RFsequence]
_ + _ (RFseq_scope) [in Coqtail.Reals.RFsequence]
_ == _ (Rfun_scope) [in Coqtail.Reals.Ranalysis.Rfunction_def]
_ ~ _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ = o ( _ ) (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ = O ( _ ) (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ == _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ / _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ - _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
| _ | (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
/ _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
- _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ # _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ * _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ + _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_def]
_ ⋅ _ (Rseq_scope) [in Coqtail.Reals.Rsequence.Rsequence_subsequence]
_ < _ <= _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ < _ < _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ <= _ < _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ <= _ <= _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ > _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ >= _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ <= _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ / _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ - _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ < _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
/ _ _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
- _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ * _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ + _ (R_scope) [in Coqtail.Reals.Raxioms.Rdefinitions]
_ < _ (R_scope) [in Coqtail.Reals.Raxioms.Rcauchy]
/ _ _ (R_scope) [in Coqtail.Reals.Raxioms.Rcauchy]
- _ (R_scope) [in Coqtail.Reals.Raxioms.Rcauchy]
_ * _ (R_scope) [in Coqtail.Reals.Raxioms.Rcauchy]
_ + _ (R_scope) [in Coqtail.Reals.Raxioms.Rcauchy]
_ ≡ _ [ _ ] [in Coqtail.Arith.Zeqm]
_ h* _ [in Coqtail.Arith.Hurwitz_def]
_ h- _ [in Coqtail.Arith.Hurwitz_def]
_ h+ _ [in Coqtail.Arith.Hurwitz_def]
h- [in Coqtail.Arith.Hurwitz_def]
0 [in Coqtail.Complex.Cdefinitions]
1 [in Coqtail.Complex.Cdefinitions]
[ _ ] [in Coqtail.Fresh.Inhabited.Monad]
[| _ |]R [in Coqtail.Reals.Dequa.Dequa_def]
[| _ |]N [in Coqtail.Reals.Dequa.Dequa_def]



Module Index

C

CReals [in Coqtail.Fresh.Reals.Raxiom]


I

Integrals [in Coqtail.Reals.Ediff.integrales]
integral_vector [in Coqtail.Reals.Ediff.Evect]
IZR [in Coqtail.Fresh.Reals.IZR]
IZR.Rconvenient [in Coqtail.Fresh.Reals.IZR]


R

RA [in Coqtail.Fresh.Reals.Rimpl]
Rabs [in Coqtail.Fresh.Reals.Rabs]
Rabs.IZR [in Coqtail.Fresh.Reals.Rabs]
Rabs.Rapprox [in Coqtail.Fresh.Reals.Rabs]
Rabs.Rconvenient [in Coqtail.Fresh.Reals.Rabs]
Rabs.Repsilon [in Coqtail.Fresh.Reals.Rabs]
Rabs.Rsequence [in Coqtail.Fresh.Reals.Rabs]
Rapprox [in Coqtail.Fresh.Reals.Rapprox]
Rapprox.IZR [in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Rconvenient [in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Repsilon [in Coqtail.Fresh.Reals.Rapprox]
Rapprox.Rsequence [in Coqtail.Fresh.Reals.Rapprox]
Rconvenient [in Coqtail.Fresh.Reals.Rconvenient]
RD [in Coqtail.Fresh.Reals.Rimpl]
Real_std_lib [in Coqtail.Reals.Ediff.realisation_by_stdlib]
Repsilon [in Coqtail.Fresh.Reals.Repsilon]
Repsilon.IZR [in Coqtail.Fresh.Reals.Repsilon]
Repsilon.Rconvenient [in Coqtail.Fresh.Reals.Repsilon]
Rfunction [in Coqtail.Fresh.Reals.Rfun]
Rfunction.IZR [in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rapprox [in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rconvenient [in Coqtail.Fresh.Reals.Rfun]
Rfunction.Repsilon [in Coqtail.Fresh.Reals.Rfun]
Rfunction.Rsequence [in Coqtail.Fresh.Reals.Rfun]
RI [in Coqtail.Fresh.Reals.Rimpl]
Rimpl [in Coqtail.Fresh.Reals.Rimpl]
Rorder [in Coqtail.Fresh.Reals.Rorder]
Rorder.IZR [in Coqtail.Fresh.Reals.Rorder]
Rorder.Rapprox [in Coqtail.Fresh.Reals.Rorder]
Rorder.Rconvenient [in Coqtail.Fresh.Reals.Rorder]
Rorder.Repsilon [in Coqtail.Fresh.Reals.Rorder]
Rrealize [in Coqtail.Fresh.Reals.Rrealize]
Rrealize [in Coqtail.Fresh.Reals.Rimpl_template]
Rsequence [in Coqtail.Fresh.Reals.Rseq]
Rsequence.Rconvenient [in Coqtail.Fresh.Reals.Rseq]
Rsequence.Repsilon [in Coqtail.Fresh.Reals.Rseq]



Variable Index

B

Balls.d [in Coqtail.Topology.Metrics]
Balls.E [in Coqtail.Topology.Metrics]
Balls.X [in Coqtail.Topology.Metrics]
base [in Coqtail.Reals.Ediff.Vectorial_Cauchy]
basic_lemmas.h3 [in Coqtail.Arith.Hurwitz_prop]
basic_lemmas.h2 [in Coqtail.Arith.Hurwitz_prop]
basic_lemmas.h1 [in Coqtail.Arith.Hurwitz_prop]


C

CantorDiagonal.f [in Coqtail.Reals.Logic.Runcountable]
CantorDiagonal.lb [in Coqtail.Reals.Logic.Runcountable]
CantorDiagonal.not_empty [in Coqtail.Reals.Logic.Runcountable]
CantorDiagonal.ub [in Coqtail.Reals.Logic.Runcountable]
Cartesian_product_facts.W [in Coqtail.Sets.Cartesian_product_facts]
Cartesian_product_facts.V [in Coqtail.Sets.Cartesian_product_facts]
Cartesian_product_facts.U [in Coqtail.Sets.Cartesian_product_facts]
Classical_facts.classic [in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.NNPP [in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.Un_pos [in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.Vn [in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.Un [in Coqtail.Reals.Rseries.Rseries_pos_facts]
Classical_facts.NNPP [in Coqtail.Reals.Rsequence.Rsequence_facts]
Classical_facts.Un [in Coqtail.Reals.Rsequence.Rsequence_facts]
Commutative_Ring.CR [in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.one [in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.zero [in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.mul [in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.add [in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.eqr [in Coqtail.Hierarchy.Commutative_ring_binomial]
Commutative_Ring.X [in Coqtail.Hierarchy.Commutative_ring_binomial]
Cseq_cv_bonus.Hv [in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.Hu [in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.lv [in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.lu [in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.Vn [in Coqtail.Complex.Csequence_facts]
Cseq_cv_bonus.Un [in Coqtail.Complex.Csequence_facts]
Cseq_cv.Hv [in Coqtail.Complex.Csequence_facts]
Cseq_cv.Hu [in Coqtail.Complex.Csequence_facts]
Cseq_cv.lv [in Coqtail.Complex.Csequence_facts]
Cseq_cv.lu [in Coqtail.Complex.Csequence_facts]
Cseq_cv.Vn [in Coqtail.Complex.Csequence_facts]
Cseq_cv.Un [in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.Hv [in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.Hu [in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.lv [in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.lu [in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.Vn [in Coqtail.Complex.Csequence_facts]
Cseq_cv_simpl.Un [in Coqtail.Complex.Csequence_facts]
Cseq_cv_R_to_C.lu [in Coqtail.Complex.Csequence_facts]
Cseq_cv_R_to_C.Un [in Coqtail.Complex.Csequence_facts]
Cseq_partial.Un [in Coqtail.Complex.Csequence_facts]


D

Definitions.E [in Coqtail.Reals.Logic.Rmarkov]
Definitions.f [in Coqtail.Reals.Logic.Rmarkov]
Definitions.f_is_false.Hf [in Coqtail.Reals.Logic.Rmarkov]
Definitions.l_not_zero.Hl [in Coqtail.Reals.Logic.Rmarkov]
Definitions.l_is_zero.Hl [in Coqtail.Reals.Logic.Rmarkov]
De_Moivre.Qn [in Coqtail.Reals.RStirling]
De_Moivre.Sn [in Coqtail.Reals.RStirling]
De_Moivre.Rn [in Coqtail.Reals.RStirling]
De_Moivre.Tn [in Coqtail.Reals.RStirling]
De_Moivre.Vn [in Coqtail.Reals.RStirling]
De_Moivre.Un [in Coqtail.Reals.RStirling]
dim [in Coqtail.Reals.Ediff.Vectorial_Cauchy]
Discrete_Topology.set [in Coqtail.Topology.Topology]
Discrete_Topology.U [in Coqtail.Topology.Topology]


E

Ensembles.U [in Coqtail.Sets.My_Sets_facts]
Euclidean_Space.inner [in Coqtail.Topology.Inner_product]
Euclidean_Space.v [in Coqtail.Topology.Inner_product]
Euclidean_Space.smul [in Coqtail.Topology.Inner_product]
Euclidean_Space.vadd [in Coqtail.Topology.Inner_product]
Euclidean_Space.vO [in Coqtail.Topology.Inner_product]
Euclidean_Space.V [in Coqtail.Topology.Inner_product]


F

Finite_sets_facts.U [in Coqtail.Sets.My_Finite_sets_facts]
FirstGenHopital_left.Hlimder [in Coqtail.Reals.Hopital]
FirstGenHopital_left.g_not_0 [in Coqtail.Reals.Hopital]
FirstGenHopital_left.Zg [in Coqtail.Reals.Hopital]
FirstGenHopital_left.Zf [in Coqtail.Reals.Hopital]
FirstGenHopital_left.Cg [in Coqtail.Reals.Hopital]
FirstGenHopital_left.Cf [in Coqtail.Reals.Hopital]
FirstGenHopital_left.Dg [in Coqtail.Reals.Hopital]
FirstGenHopital_left.Df [in Coqtail.Reals.Hopital]
FirstGenHopital_left.Hab [in Coqtail.Reals.Hopital]
FirstGenHopital_left.L [in Coqtail.Reals.Hopital]
FirstGenHopital_left.b [in Coqtail.Reals.Hopital]
FirstGenHopital_left.a [in Coqtail.Reals.Hopital]
FirstGenHopital_left.g [in Coqtail.Reals.Hopital]
FirstGenHopital_left.f [in Coqtail.Reals.Hopital]
FirstGenHopital.a [in Coqtail.Reals.Hopital]
FirstGenHopital.b [in Coqtail.Reals.Hopital]
FirstGenHopital.Cf [in Coqtail.Reals.Hopital]
FirstGenHopital.Cg [in Coqtail.Reals.Hopital]
FirstGenHopital.Df [in Coqtail.Reals.Hopital]
FirstGenHopital.Dg [in Coqtail.Reals.Hopital]
FirstGenHopital.f [in Coqtail.Reals.Hopital]
FirstGenHopital.g [in Coqtail.Reals.Hopital]
FirstGenHopital.g_not_0 [in Coqtail.Reals.Hopital]
FirstGenHopital.Hab [in Coqtail.Reals.Hopital]
FirstGenHopital.Hlimder [in Coqtail.Reals.Hopital]
FirstGenHopital.L [in Coqtail.Reals.Hopital]
FirstGenHopital.Zf [in Coqtail.Reals.Hopital]
FirstGenHopital.Zg [in Coqtail.Reals.Hopital]
Fp.ConstructiveZ.P [in Coqtail.Hierarchy.Type_class_instance]
Fp.ConstructiveZ.P_decidable [in Coqtail.Hierarchy.Type_class_instance]
Fp.p [in Coqtail.Hierarchy.Type_class_instance]
Fp.p_prime [in Coqtail.Hierarchy.Type_class_instance]
Functions_extensionality.fg_ext [in Coqtail.Reals.Rextensionality]
Functions_extensionality.g [in Coqtail.Reals.Rextensionality]
Functions_extensionality.f [in Coqtail.Reals.Rextensionality]
Functions.U [in Coqtail.Topology.TFunctions]
Functions.V [in Coqtail.Topology.TFunctions]


H

Hopital_infinite_pos_g_left.Hlimder [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.g'_not_0 [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Zg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Cg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Cf [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Dg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Df [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.Hab [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.b [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.a [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.g [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g_left.f [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Hlimder [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.g'_not_0 [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Zg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Cg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Cf [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Dg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Df [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.Hab [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.b [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.a [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.g [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_g.f [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Hlimder [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.g'_not_0 [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Zg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Cg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Cf [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Dg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Df [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.Hab [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.b [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.a [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.g [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos_left.f [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Hlimder [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.g'_not_0 [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Zg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Cg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Cf [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Dg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Df [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.Hab [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.b [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.a [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.g [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_pos.f [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Hlimder [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.g'_not_0 [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Zg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Cg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Cf [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Dg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Df [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.Hab [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.b [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.a [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.g [in Coqtail.Reals.Hopital]
Hopital_infinite_neg_left.f [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Hlimder [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.g'_not_0 [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Zg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Cg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Cf [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Dg [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Df [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.Hab [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.b [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.a [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.g [in Coqtail.Reals.Hopital]
Hopital_infinite_neg.f [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Hlimder [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.g'_not_0 [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Zg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Cg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Cf [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Dg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Df [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.Hab [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.b [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.a [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.g [in Coqtail.Reals.Hopital]
Hopital_infinite_pos_left.f [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Hlimder [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.g'_not_0 [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Zg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Cg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Cf [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Dg [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Df [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.Hab [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.b [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.a [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.g [in Coqtail.Reals.Hopital]
Hopital_infinite_pos.f [in Coqtail.Reals.Hopital]


I

icvr_properties.rBn [in Coqtail.Reals.Rpser.Rpser_base_facts]
icvr_properties.rAn [in Coqtail.Reals.Rpser.Rpser_base_facts]
icvr_properties.Bn [in Coqtail.Reals.Rpser.Rpser_base_facts]
icvr_properties.An [in Coqtail.Reals.Rpser.Rpser_base_facts]
InfiniteLimiteHopital_neg_left.Hlimder [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.g_not_0 [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Zg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Zf [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Cg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Cf [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Dg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Df [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.Hab [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.L [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.b [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.a [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.g [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg_left.f [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Hlimder [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.g_not_0 [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Zg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Zf [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Cg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Cf [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Dg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Df [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.Hab [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.L [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.b [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.a [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.g [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_neg.f [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Hlimder [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.g_not_0 [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Zg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Zf [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Cg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Cf [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Dg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Df [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.Hab [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.L [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.b [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.a [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.g [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos_left.f [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Hlimder [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.g_not_0 [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Zg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Zf [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Cg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Cf [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Dg [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Df [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.Hab [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.L [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.b [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.a [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.g [in Coqtail.Reals.Hopital]
InfiniteLimiteHopital_pos.f [in Coqtail.Reals.Hopital]
integral_vector.vect_space [in Coqtail.Reals.Ediff.Evect]
integral_vector.p [in Coqtail.Reals.Ediff.Evect]
integral_vector.base [in Coqtail.Reals.Ediff.Evect]
integral_vector.dim [in Coqtail.Reals.Ediff.Evect]
integral_vector.smul [in Coqtail.Reals.Ediff.Evect]
integral_vector.vadd [in Coqtail.Reals.Ediff.Evect]
integral_vector.vO [in Coqtail.Reals.Ediff.Evect]
integral_vector.N [in Coqtail.Reals.Ediff.Evect]
integral_vector.V [in Coqtail.Reals.Ediff.Evect]


K

K_vect_space.E_vspace [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.v_null [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.v_mult [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.v_add [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.eqE [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.eps1 [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.eps0 [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.mult [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.add [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.eqK [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.K [in Coqtail.Hierarchy.Vector_space_facts]
K_vect_space.E [in Coqtail.Hierarchy.Vector_space_facts]


L

Landau.Un [in Coqtail.Reals.Rsequence.Rsequence_subsequence]
Landau.Vn [in Coqtail.Reals.Rsequence.Rsequence_subsequence]
ln_plus.sum [in Coqtail.Reals.RTaylor]
ln_plus.Un [in Coqtail.Reals.RTaylor]
ln_minus.sum [in Coqtail.Reals.RTaylor]
ln_minus.Un [in Coqtail.Reals.RTaylor]


M

Markov.f [in Coqtail.Reals.Logic.Rmarkov]
Markov.P [in Coqtail.Reals.Logic.Rmarkov]
Markov.P_dec [in Coqtail.Reals.Logic.Rmarkov]
Metric_topology.d [in Coqtail.Topology.Metrics]
Metric_topology.X [in Coqtail.Topology.Metrics]
middle_facts.y' [in Coqtail.Reals.Logic.Runcountable]
middle_facts.x' [in Coqtail.Reals.Logic.Runcountable]
middle_facts.y [in Coqtail.Reals.Logic.Runcountable]
middle_facts.x [in Coqtail.Reals.Logic.Runcountable]
Monad_properties.h [in Coqtail.Monad.Option]
Monad_properties.g [in Coqtail.Monad.Option]
Monad_properties.f [in Coqtail.Monad.Option]
Monad_properties.OOa [in Coqtail.Monad.Option]
Monad_properties.Oa [in Coqtail.Monad.Option]
Monad_properties.a [in Coqtail.Monad.Option]
Monad_properties.C [in Coqtail.Monad.Option]
Monad_properties.B [in Coqtail.Monad.Option]
Monad_properties.A [in Coqtail.Monad.Option]


N

N [in Coqtail.Reals.Ediff.Vectorial_Cauchy]


O

Open_sets.d [in Coqtail.Topology.Metrics]
Open_sets.X [in Coqtail.Topology.Metrics]


P

p [in Coqtail.Reals.Ediff.Vectorial_Cauchy]


R

Radius_extensionality.AnBn_ext [in Coqtail.Reals.Rpser.Rpser_base_facts]
Radius_extensionality.Bn [in Coqtail.Reals.Rpser.Rpser_base_facts]
Radius_extensionality.An [in Coqtail.Reals.Rpser.Rpser_base_facts]
Rfun_eq.Heq [in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rfun_eq.g [in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rfun_eq.f [in Coqtail.Reals.Ranalysis.Rfunction_facts]
Rorder.DiscretePos.x [in Coqtail.Fresh.Reals.Rorder]
Rorder.DiscretePos.xpos [in Coqtail.Fresh.Reals.Rorder]
Rorder.weak_constructive_eps.R [in Coqtail.Fresh.Reals.Rorder]
Rorder.weak_constructive_eps.P_weak_decidable [in Coqtail.Fresh.Reals.Rorder]
Rorder.weak_constructive_eps.P [in Coqtail.Fresh.Reals.Rorder]
Rpser_extensionality.AnBn_ext [in Coqtail.Reals.Rextensionality]
Rpser_extensionality.Bn [in Coqtail.Reals.Rextensionality]
Rpser_extensionality.An [in Coqtail.Reals.Rextensionality]
Rrealize.P2 [in Coqtail.Fresh.Reals.Rrealize]
Rseq_equiv_cv.Heq [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv.l [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv.Vn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_cv.Un [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_pos_infty.l [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_pos_infty.Vn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_pos_infty.Un [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv.Ho [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv.l [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv.Vn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_cv.Un [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.r [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.En [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.Xn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.Wn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.Vn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_equiv_compat.Un [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.r [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.Xn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.Wn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.Vn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_little_O_compat.Un [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.r [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.Xn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.Wn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.Vn [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_big_O_compat.Un [in Coqtail.Reals.Rsequence.Rsequence_rel_facts]
Rseq_cv_infty.Vn [in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_cv_infty.Un [in Coqtail.Reals.Rsequence.Rsequence_cv_facts]
Rseq_bound_compatibilities.Vn_bd [in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.Un_bd [in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.lv [in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.lu [in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.Vn [in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_bound_compatibilities.Un [in Coqtail.Reals.Rsequence.Rsequence_bound_facts]
Rseq_partial.Un [in Coqtail.Reals.Rsequence.Rsequence_base_facts]
Rseries_RiemannInt.Rser_RiemannInt_link.Hdec [in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt.Rser_RiemannInt_link.Hpos [in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt.Rser_RiemannInt_link.Hcont [in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rseries_RiemannInt.Rser_RiemannInt_link.f [in Coqtail.Reals.Rseries.Rseries_RiemannInt]
Rser_equiv_cv.Hlu [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Hlv [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.lv [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.lu [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Vn_pos [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Vn [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_equiv_cv.Un [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Hlu [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Hlv [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.lv [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.lu [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Vn_pos [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Vn [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_cv.Un [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_infty.Vn_infty [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_infty.Vn_pos [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_landau_infty.Vn [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_pos_comp.classic [in Coqtail.Reals.Rseries.Rseries_facts]
Rser_pos_comp.NNPP [in Coqtail.Reals.Rseries.Rseries_facts]
R_normed_vector_space.p [in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.base [in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.dim [in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.smul [in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.vadd [in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.vO [in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.N [in Coqtail.Reals.Ediff.Evect]
R_normed_vector_space.V [in Coqtail.Reals.Ediff.Evect]


S

Sets.U [in Coqtail.Sets.Cartesian_product]
Sets.U [in Coqtail.Topology.Sets]
Sets.V [in Coqtail.Sets.Cartesian_product]
smul [in Coqtail.Reals.Ediff.Vectorial_Cauchy]
SndGenHopital_left.Hlimder [in Coqtail.Reals.Hopital]
SndGenHopital_left.g'_not_0 [in Coqtail.Reals.Hopital]
SndGenHopital_left.Zg [in Coqtail.Reals.Hopital]
SndGenHopital_left.Cg [in Coqtail.Reals.Hopital]
SndGenHopital_left.Cf [in Coqtail.Reals.Hopital]
SndGenHopital_left.Dg [in Coqtail.Reals.Hopital]
SndGenHopital_left.Df [in Coqtail.Reals.Hopital]
SndGenHopital_left.Hab [in Coqtail.Reals.Hopital]
SndGenHopital_left.L [in Coqtail.Reals.Hopital]
SndGenHopital_left.b [in Coqtail.Reals.Hopital]
SndGenHopital_left.a [in Coqtail.Reals.Hopital]
SndGenHopital_left.g [in Coqtail.Reals.Hopital]
SndGenHopital_left.f [in Coqtail.Reals.Hopital]
SndGenHopital.a [in Coqtail.Reals.Hopital]
SndGenHopital.b [in Coqtail.Reals.Hopital]
SndGenHopital.Cf [in Coqtail.Reals.Hopital]
SndGenHopital.Cg [in Coqtail.Reals.Hopital]
SndGenHopital.Df [in Coqtail.Reals.Hopital]
SndGenHopital.Dg [in Coqtail.Reals.Hopital]
SndGenHopital.f [in Coqtail.Reals.Hopital]
SndGenHopital.g [in Coqtail.Reals.Hopital]
SndGenHopital.g'_not_0 [in Coqtail.Reals.Hopital]
SndGenHopital.Hab [in Coqtail.Reals.Hopital]
SndGenHopital.Hlimder [in Coqtail.Reals.Hopital]
SndGenHopital.L [in Coqtail.Reals.Hopital]
SndGenHopital.Zg [in Coqtail.Reals.Hopital]
succ_facts.H [in Coqtail.Reals.Logic.Runcountable]
succ_facts.k [in Coqtail.Reals.Logic.Runcountable]
succ_facts.y [in Coqtail.Reals.Logic.Runcountable]
succ_facts.x [in Coqtail.Reals.Logic.Runcountable]
sum_compatibilities.rBn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_compatibilities.rAn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_compatibilities.Bn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_compatibilities.An [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.rBn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.rAn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.x_bd [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.Bn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.An [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.r [in Coqtail.Reals.Rpser.Rpser_sums_facts]
sum_r_compatibilities.x [in Coqtail.Reals.Rpser.Rpser_sums_facts]


T

Taylor.En [in Coqtail.Reals.Rpser.Rpser_taylor]
Taylor.r [in Coqtail.Reals.Rpser.Rpser_taylor]
Taylor.Un [in Coqtail.Reals.Rpser.Rpser_taylor]
Trivial_Topology.set [in Coqtail.Topology.Topology]
Trivial_Topology.U [in Coqtail.Topology.Topology]


U

Useful_definitions.vect_space [in Coqtail.Reals.Ediff.Evect]
Useful_definitions.p [in Coqtail.Reals.Ediff.Evect]
Useful_definitions.base [in Coqtail.Reals.Ediff.Evect]
Useful_definitions.dim [in Coqtail.Reals.Ediff.Evect]
Useful_definitions.smul [in Coqtail.Reals.Ediff.Evect]
Useful_definitions.vadd [in Coqtail.Reals.Ediff.Evect]
Useful_definitions.vO [in Coqtail.Reals.Ediff.Evect]
Useful_definitions.N [in Coqtail.Reals.Ediff.Evect]
Useful_definitions.V [in Coqtail.Reals.Ediff.Evect]
Useless.a [in Coqtail.Reals.Hopital]
Useless.b [in Coqtail.Reals.Hopital]
Useless.Cf [in Coqtail.Reals.Hopital]
Useless.Cg [in Coqtail.Reals.Hopital]
Useless.Df [in Coqtail.Reals.Hopital]
Useless.Dg [in Coqtail.Reals.Hopital]
Useless.f [in Coqtail.Reals.Hopital]
Useless.g [in Coqtail.Reals.Hopital]
Useless.g_not_0 [in Coqtail.Reals.Hopital]
Useless.g'_not_0 [in Coqtail.Reals.Hopital]
Useless.Hab [in Coqtail.Reals.Hopital]
Useless.Hlimder [in Coqtail.Reals.Hopital]
Useless.Zg [in Coqtail.Reals.Hopital]


V

V [in Coqtail.Reals.Ediff.Vectorial_Cauchy]
vadd [in Coqtail.Reals.Ediff.Vectorial_Cauchy]
Vector_Spaces.smul [in Coqtail.Topology.Vectors]
Vector_Spaces.vadd [in Coqtail.Topology.Vectors]
Vector_Spaces.vO [in Coqtail.Topology.Vectors]
Vector_Spaces.V [in Coqtail.Topology.Vectors]
Vector_Spaces.Rfield [in Coqtail.Topology.Vectors]
Vector_Spaces.req [in Coqtail.Topology.Vectors]
Vector_Spaces.rinv [in Coqtail.Topology.Vectors]
Vector_Spaces.rdiv [in Coqtail.Topology.Vectors]
Vector_Spaces.ropp [in Coqtail.Topology.Vectors]
Vector_Spaces.rsub [in Coqtail.Topology.Vectors]
Vector_Spaces.rmul [in Coqtail.Topology.Vectors]
Vector_Spaces.radd [in Coqtail.Topology.Vectors]
Vector_Spaces.rI [in Coqtail.Topology.Vectors]
Vector_Spaces.rO [in Coqtail.Topology.Vectors]
Vector_Spaces.R [in Coqtail.Topology.Vectors]
vect_space [in Coqtail.Reals.Ediff.Vectorial_Cauchy]
vO [in Coqtail.Reals.Ediff.Vectorial_Cauchy]


W

weaksum_r_compatibilities.rBn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.rAn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.x_bd [in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.Bn [in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.An [in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.r [in Coqtail.Reals.Rpser.Rpser_sums_facts]
weaksum_r_compatibilities.x [in Coqtail.Reals.Rpser.Rpser_sums_facts]


Z

Z_nZ.n [in Coqtail.Hierarchy.Type_class_instance]



Library Index

A

Ass_handling


C

Canalysis_diff
Canalysis_basic_facts
Canalysis_def
Canalysis_deriv
Canalysis_cont
Cartesian_product
Cartesian_product_facts
Cauchy_lipschitz
Cbase
Cdefinitions
Cderiv
Cexp
CFsequence
CFsequence_facts
Cfunctions
Choice_facts
Cmet
Cnorm
Commutative_ring_binomial
Complex
Cpolar
Cpow
Cpow_plus
Cprop_base
Cpser_facts
Cpser_def
Cpser_base_facts
Croot_n
Csequence
Csequence_def
Csequence_facts
Cseries
Cseries_facts
Ctacfield


D

definitions
Definitions
Dequa_facts
Dequa_quote
Dequa_def
Dequa_examples


E

Evect
Examples


F

Functions


H

Hopital
Hurwitz_def
Hurwitz_prop


I

InhabitedTactics
Inner_product
integrales
IZR


L

Lagrange_four_square


M

Metrics
Modulo
Monad
MyINR
MyNat
MyNeq
MyNNR
MyRbase
MyRbasic_fun
MyReals
MyRfunctions
MyRIneq
MyR_dist
MyZ
My_Finite_sets_facts
My_Sets_facts


N

Natsets
Nbinomial
Ndiv
Nfinite_prod
Nfinite_sum
Ninductions
Nk_ind
Nle
Nlittle_fermat
Nminus
Nnewton
Npow
Nth_derivative_facts
Nth_derivative_def
Ntools


O

Option


P

PI


R

Rabs
Ranalysis_facts
Ranalysis_monotonicity
Ranalysis_def_simpl
Ranalysis_def
Ranalysis_usual
Ranalysis_extend
Ranalysis_continuity
Ranalysis_derivability
Ranalysis_MVT
Ranalysis5
Rapprox
Ratan
Raxiom
Raxioms
Rcauchy
Rcauchy_lemmas
Rconvenient
Rdefinitions
realisation_by_stdlib
Reirr
Repsilon
Rextensionality
RFsequence
RFsequence_facts
Rfun
Rfunction_facts
Rfunction_def
Rfunction_classes
Rfunction_classes_usual
Rfunction_classes_def
Rfunction_classes_facts
Riemann_integrable
Rimpl
Rimpl_template
Rintegral
Rintegral_usual
Rintegral_tactic
Rinterval
RIVT
Rmarkov
Rorder
Rpow_facts
Rpser
Rpser_cv_facts
Rpser_sums
Rpser_taylor
Rpser_derivative
Rpser_derivative_facts
Rpser_sums_facts
Rpser_radius_facts
Rpser_def_simpl
Rpser_def
Rpser_usual
Rpser_base_facts
Rrealize
Rseq
Rsequence
Rsequence_base_facts
Rsequence_cv_facts
Rsequence_tactics_reflection
Rsequence_def
Rsequence_stdlib
Rsequence_sums_facts
Rsequence_bound_facts
Rsequence_rewrite_facts
Rsequence_facts
Rsequence_rel_facts
Rsequence_subsequence
Rsequence_ring
Rsequence_tactics
Rsequence_usual_facts
Rseries
Rseries_usual
Rseries_remainder_facts
Rseries_pos_facts
Rseries_facts
Rseries_cv_facts
Rseries_def
Rseries_RiemannInt
Rseries_base_facts
RStirling
Rtactic
RTaylor
Rtrigo_facts
Runcountable
Rzeta2


S

Sets
Subseq


T

TContinuity
TFunctions
Topology
Triangular
Type_class_instance_beta
Type_class_definition
Type_class_definition_beta
Type_class_instance


V

VecDep_def
Vectorial_Cauchy
Vectors
Vector_space_facts
Vec_prop
Vec_def


W

Wallis


Z

Zeqm
Znumfacts
Ztools



Lemma Index

A

abound_cv [in Coqtail.Reals.Rzeta2]
abound_eq [in Coqtail.Reals.Rzeta2]
add_INC [in Coqtail.Complex.Cprop_base]
adjacences_to_edges_reduct_nil [in Coqtail.Graphs.definitions]
adjacences_to_path2_path [in Coqtail.Graphs.definitions]
adjacences_to_path2_stable [in Coqtail.Graphs.definitions]
adjacences_dec [in Coqtail.Graphs.definitions]
adjacence_dec [in Coqtail.Graphs.definitions]
alt_bounding [in Coqtail.Reals.Rzeta2]
antg_shift_neg_compat [in Coqtail.Reals.Rzeta2]
anz_antg_neg [in Coqtail.Reals.Rzeta2]
anz_antg [in Coqtail.Reals.Rzeta2]
An_deriv_arctan_seq_explicit [in Coqtail.Reals.Rpser.Rpser_usual]
An_squared_Bn_cv [in Coqtail.Reals.Rzeta2]
An_squared_Bn_maj [in Coqtail.Reals.Rzeta2]
An_squared_cv [in Coqtail.Reals.Rzeta2]
An_cv [in Coqtail.Reals.Rzeta2]
An_deriv_mult_compat_r [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_mult_compat_l [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_alt_compat [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_abs_compat [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_minus_compat [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_plus_compat [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_opp_compat [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_nth_deriv_ext [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_deriv_ext [in Coqtail.Reals.Rpser.Rpser_base_facts]
An_expand_1 [in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_nth_deriv_1 [in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_nth_deriv_S' [in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_nth_deriv_S [in Coqtail.Reals.Rpser.Rpser_def_simpl]
An_nth_deriv_0 [in Coqtail.Reals.Rpser.Rpser_def_simpl]
arctan_explicit_pos [in Coqtail.Reals.Ratan]
arctan_explicit_Rball [in Coqtail.Reals.Ratan]
arctan_sum_1_PI4 [in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum_0_0 [in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum_odd [in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum_explicit [in Coqtail.Reals.Rpser.Rpser_usual]
arctan_sum_sums [in Coqtail.Reals.Rpser.Rpser_usual]
arctan_cv_radius [in Coqtail.Reals.Rpser.Rpser_usual]
arct_cv_radius [in Coqtail.Reals.Rpser.Rpser_usual]
ast_fun_pos [in Coqtail.Complex.Croot_n]
atan_inv_constant_pos [in Coqtail.Reals.Ratan]
atan_PI4 [in Coqtail.Reals.Ratan]
atan_0 [in Coqtail.Reals.Ratan]
atan_in [in Coqtail.Reals.Ratan]
aux_mult_1_l [in Coqtail.Hierarchy.Type_class_instance_beta]
aux_plus_0_l [in Coqtail.Hierarchy.Type_class_instance_beta]


B

belong_edges_adjacences [in Coqtail.Graphs.definitions]
belong_adjacences_edges [in Coqtail.Graphs.definitions]
belong_stable_rl [in Coqtail.Graphs.definitions]
belong_stable_r [in Coqtail.Graphs.definitions]
belong_stable_l [in Coqtail.Graphs.definitions]
belong_list_i [in Coqtail.Graphs.definitions]
belong_stable [in Coqtail.Graphs.definitions]
belong_dec [in Coqtail.Graphs.definitions]
bezout_inj [in Coqtail.Arith.Znumfacts]
binomial_sum [in Coqtail.Complex.Cexp]
binomial_zero [in Coqtail.Complex.Cexp]
binomial_diag [in Coqtail.Complex.Cexp]
binom_add_INC [in Coqtail.Complex.Cpow_plus]
bisumsum_strip_diag'_eq_but_diag_compat [in Coqtail.Reals.Rzeta2]
bisumsum_plus_switch [in Coqtail.Reals.Rzeta2]
bisumsum_strip_diag'_plus [in Coqtail.Reals.Rzeta2]
bisumsum_strip_diag'_switch_index [in Coqtail.Reals.Rzeta2]
bisumsum_switch_index [in Coqtail.Reals.Rzeta2]
bisumsum_one_step [in Coqtail.Reals.Rzeta2]
bisumsum_square [in Coqtail.Reals.Rzeta2]
bisumsum_eq_compat [in Coqtail.Reals.Rzeta2]
bisum_bnz_bntg [in Coqtail.Reals.Rzeta2]
bisum_shifting [in Coqtail.Reals.Rzeta2]
bisum_shifting_S [in Coqtail.Reals.Rzeta2]
bisum_eq_sym [in Coqtail.Reals.Rzeta2]
bisum_one_step [in Coqtail.Reals.Rzeta2]
bisum_strip_nothing [in Coqtail.Reals.Rzeta2]
bisum_strip_equiv [in Coqtail.Reals.Rzeta2]
bisum_in [in Coqtail.Reals.Rzeta2]
bisum_not_in [in Coqtail.Reals.Rzeta2]
bisum_eq_compat_bounded [in Coqtail.Reals.Rzeta2]
bisum_anz_antg [in Coqtail.Reals.Rzeta2]
bisum_reverse [in Coqtail.Reals.Rzeta2]
bisum_mult [in Coqtail.Reals.Rzeta2]
bisum_scal_mult [in Coqtail.Reals.Rzeta2]
bisum_minus [in Coqtail.Reals.Rzeta2]
bisum_plus [in Coqtail.Reals.Rzeta2]
bisum_eq_compat [in Coqtail.Reals.Rzeta2]
bntg_shift_neg_compat [in Coqtail.Reals.Rzeta2]
bntg_neg_simpl [in Coqtail.Reals.Rzeta2]
bntg_pos [in Coqtail.Reals.Rzeta2]
bnz_bntg_neg [in Coqtail.Reals.Rzeta2]
bnz_bntg [in Coqtail.Reals.Rzeta2]
Bn_l_dist [in Coqtail.Reals.Logic.Rmarkov]
Bn_lub [in Coqtail.Reals.Logic.Rmarkov]
Bn_maj [in Coqtail.Reals.Logic.Rmarkov]
Bn_dist_trans [in Coqtail.Reals.Logic.Rmarkov]
Bn_dist [in Coqtail.Reals.Logic.Rmarkov]
Bn_growing_trans [in Coqtail.Reals.Logic.Rmarkov]
Bn_growing [in Coqtail.Reals.Logic.Rmarkov]
Bn_pos [in Coqtail.Reals.Logic.Rmarkov]
Bn_cv [in Coqtail.Reals.Rzeta2]
bounded [in Coqtail.Reals.Raxioms.Rcauchy]
bounded_S [in Coqtail.Arith.Natsets]
bounded_correct [in Coqtail.Reals.Raxioms.Rcauchy]
bound_eq [in Coqtail.Reals.Rzeta2]
bound1c_cv [in Coqtail.Reals.Rzeta2]
bound1_cv [in Coqtail.Reals.Rzeta2]
bound1'_cv [in Coqtail.Reals.Rzeta2]
bound2c_cv [in Coqtail.Reals.Rzeta2]
bound2_cv [in Coqtail.Reals.Rzeta2]
bound2'_cv [in Coqtail.Reals.Rzeta2]


C

Cadd_IRC_Rplus [in Coqtail.Complex.Cprop_base]
Cadd_IRC_compat_r [in Coqtail.Complex.Cprop_base]
Cadd_IRC_compat_l [in Coqtail.Complex.Cprop_base]
Cadd_neq_compat_r [in Coqtail.Complex.Cprop_base]
Cadd_neq_compat_l [in Coqtail.Complex.Cprop_base]
Cadd_minus [in Coqtail.Complex.Cprop_base]
Cadd_eq_reg_r [in Coqtail.Complex.Cprop_base]
Cadd_eq_reg_l [in Coqtail.Complex.Cprop_base]
Cadd_eq_compat [in Coqtail.Complex.Cprop_base]
Cadd_eq_compat_r [in Coqtail.Complex.Cprop_base]
Cadd_eq_compat_l [in Coqtail.Complex.Cprop_base]
Cadd_ne [in Coqtail.Complex.Cprop_base]
Cadd_conj [in Coqtail.Complex.Cbase]
Cadd_opp_l [in Coqtail.Complex.Cbase]
Cadd_opp_r [in Coqtail.Complex.Cbase]
Cadd_0_r [in Coqtail.Complex.Cbase]
Cadd_0_l [in Coqtail.Complex.Cbase]
Cadd_assoc [in Coqtail.Complex.Cbase]
Cadd_comm [in Coqtail.Complex.Cbase]
calc1 [in Coqtail.Reals.Rzeta2]
calc2 [in Coqtail.Reals.Rzeta2]
calc3 [in Coqtail.Reals.Rzeta2]
cardinal_of_disjoint_union [in Coqtail.Sets.My_Finite_sets_facts]
Cauchy_equiv [in Coqtail.Complex.Csequence_facts]
Cauchy_crit_Rseq_pps [in Coqtail.Reals.Rpser.Rpser_cv_facts]
Cauchy_autonomous [in Coqtail.Reals.Ediff.Vectorial_Cauchy]
Ccauchy_product [in Coqtail.Complex.Cseries_facts]
Cdiv_IRC_Rdiv [in Coqtail.Complex.Cprop_base]
Cdiv_exp_seq_simpl [in Coqtail.Complex.Cexp]
center_in_open_interval [in Coqtail.Reals.Ranalysis.Rinterval]
center_in_interval [in Coqtail.Reals.Ranalysis.Rinterval]
center_in_Rball [in Coqtail.Reals.Ranalysis.Rinterval]
Ceq [in Coqtail.Complex.Cbase]
Ceq_dec_prop [in Coqtail.Complex.Cprop_base]
Ceq_or_neq_C0 [in Coqtail.Complex.Cprop_base]
Ceq_dec [in Coqtail.Complex.Cprop_base]
Cexist_rep_complex [in Coqtail.Complex.Cbase]
Cexp_mult [in Coqtail.Complex.Cexp]
Cexp_0 [in Coqtail.Complex.Cexp]
Cexp_add [in Coqtail.Complex.Cexp]
Cexp_abs_cv [in Coqtail.Complex.Cexp]
Cexp_trigo_compat [in Coqtail.Complex.Cexp]
Cexp_exp_compat [in Coqtail.Complex.Cexp]
Cexp_eq_Deriv_Cexp [in Coqtail.Complex.Cexp]
Cfield [in Coqtail.Complex.Ctacfield]
Cfpol_root [in Coqtail.Complex.Croot_n]
CFseq_cvu_derivable [in Coqtail.Complex.CFsequence_facts]
Cim_le_Cnorm [in Coqtail.Complex.Cnorm]
Cim_div_compat [in Coqtail.Complex.Cprop_base]
Cim_inv_INC [in Coqtail.Complex.Cprop_base]
Cim_INC [in Coqtail.Complex.Cprop_base]
Cim_inv_compat_0 [in Coqtail.Complex.Cprop_base]
Cim_mul [in Coqtail.Complex.Cprop_base]
Cim_let_2 [in Coqtail.Complex.Cprop_base]
Cim_let_1 [in Coqtail.Complex.Cprop_base]
Cim_INC_0 [in Coqtail.Complex.Cprop_base]
Cim_add_distr [in Coqtail.Complex.Cprop_base]
Cim_mult_compat_r [in Coqtail.Complex.Cprop_base]
Cim_mult_compat_l [in Coqtail.Complex.Cprop_base]
Cim_Cpow_S2 [in Coqtail.Complex.Cexp]
Cim_Cpow_2 [in Coqtail.Complex.Cexp]
Cim_eq_compat [in Coqtail.Complex.Cbase]
Cim_scal_compat [in Coqtail.Complex.Cbase]
Cim_minus_compat [in Coqtail.Complex.Cbase]
Cim_add_compat [in Coqtail.Complex.Cbase]
Cim_opp_compat [in Coqtail.Complex.Cbase]
Cim_simpl [in Coqtail.Complex.Cbase]
Cinv_IRC_Rinv [in Coqtail.Complex.Cprop_base]
Cinv_mult_simpl [in Coqtail.Complex.Cprop_base]
Cinv_r_simpl_m [in Coqtail.Complex.Cprop_base]
Cinv_r_simpl_l [in Coqtail.Complex.Cprop_base]
Cinv_r_simpl_r [in Coqtail.Complex.Cprop_base]
Cinv_mult_distr [in Coqtail.Complex.Cprop_base]
Cinv_involutive [in