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 (265 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 (102 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 (7 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 (8 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 (1 entry)
Abbreviation 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 (4 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 (1 entry)
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 (93 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 (2 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 (35 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 (12 entries)

Global Index

A

adjointify [definition, in Equivalences]
adjoint_equiv [definition, in Equivalences]
allpath_prop [lemma, in HLevel]
axiomK [definition, in HLevel]
axiomK_implies_isset [definition, in HLevel]
axiomK_isprop [lemma, in HLevel]
axiomK_idpath [lemma, in HLevel]


B

base_total_path [lemma, in Fibrations]
base_path [definition, in Fibrations]


C

compose [definition, in Functions]
compose_map [lemma, in Paths]
concat [definition, in Paths]
concat_associativity [lemma, in Paths]
concat_is_equiv_left [lemma, in Equivalences]
concat_to_compose [lemma, in Univalence]
concat_equiv_left [definition, in Equivalences]
concat_cancel_right [lemma, in Paths]
concat_is_equiv_right [lemma, in Equivalences]
concat_map [lemma, in Paths]
concat_moveleft_onleft [lemma, in Paths]
concat_equiv_right [definition, in Equivalences]
concat_moveright_onright [lemma, in Paths]
concat_moveleft_onright [lemma, in Paths]
concat_moveright_onleft [lemma, in Paths]
concat_cancel_left [lemma, in Paths]
concat2 [definition, in Paths]
concat2_interchange [definition, in Paths]
Contractible [library]
contr_path2 [lemma, in Contractible]
contr_contr_equiv [definition, in Equivalences]
contr_contr [lemma, in HLevel]
contr_pathcontr [lemma, in Contractible]
contr_path [lemma, in Contractible]
contr_equiv_unit [lemma, in Equivalences]
contr_equiv_contr [lemma, in Equivalences]


D

decidable_paths [definition, in HLevel]
decidable_isset [lemma, in HLevel]


E

equiv [definition, in Equivalences]
Equivalences [library]
equiv_coerce_to_function [definition, in Equivalences]
equiv_to_path [definition, in UnivalenceAxiom]
equiv_to_path_triangle [definition, in UnivalenceAxiom]
equiv_to_path_retraction [definition, in UnivalenceAxiom]
equiv_homotopic [lemma, in Equivalences]
equiv_map_inv [lemma, in Equivalences]
equiv_to_path [definition, in Univalence]
equiv_map_is_equiv [lemma, in Equivalences]
equiv_compose [definition, in Equivalences]
equiv_induction [lemma, in Univalence]
equiv_to_path_section [definition, in Univalence]
equiv_to_path_retraction [definition, in Univalence]
equiv_exponential [lemma, in UnivalenceImpliesFunext]
equiv_injective [lemma, in Equivalences]
equiv_induction [definition, in UnivalenceAxiom]
equiv_to_hiso [lemma, in Equivalences]
equiv_inverse [lemma, in Equivalences]
equiv_map_equiv [definition, in Equivalences]
equiv_to_path_triangle [definition, in Univalence]
equiv_to_path_section [definition, in UnivalenceAxiom]
equiv_pointwise_idmap [lemma, in Equivalences]
equiv_cancel_right [definition, in Equivalences]
equiv_cancel_left [definition, in Equivalences]
eta [definition, in Funext]
eta_dep_is_equiv [lemma, in Funext]
eta_equiv [definition, in Funext]
eta_dep [definition, in Funext]
eta_dep_statement [definition, in Funext]
eta_dep_equiv [definition, in Funext]
eta_is_equiv [lemma, in Funext]
eta_statement [definition, in Funext]
ext_dep_eq [definition, in Funext]


F

FiberEquivalences [library]
FiberMap [section, in FiberEquivalences]
FiberMap.A [variable, in FiberEquivalences]
FiberMap.FiberIsEquiv [section, in FiberEquivalences]
FiberMap.FiberIsEquiv.fiber_eqv [variable, in FiberEquivalences]
FiberMap.FiberIsEquiv.fiber_iseqv [variable, in FiberEquivalences]
FiberMap.FiberIsEquiv.total_inv [variable, in FiberEquivalences]
FiberMap.g [variable, in FiberEquivalences]
FiberMap.P [variable, in FiberEquivalences]
FiberMap.Q [variable, in FiberEquivalences]
FiberMap.tg [variable, in FiberEquivalences]
FiberMap.tg_isfib_onpaths [variable, in FiberEquivalences]
FiberMap.tg_isg_onfibers [variable, in FiberEquivalences]
FiberMap.tg_is_fiberwise [variable, in FiberEquivalences]
FiberMap.TotalIsEquiv [section, in FiberEquivalences]
FiberMap.TotalIsEquiv.ginv [variable, in FiberEquivalences]
FiberMap.TotalIsEquiv.tot_iseqv [variable, in FiberEquivalences]
FiberMap.TotalIsEquiv.tot_eqv [variable, in FiberEquivalences]
fiber_total_path [lemma, in Fibrations]
fiber_equiv [definition, in FiberEquivalences]
fiber_is_equiv [lemma, in FiberEquivalences]
fiber_path [definition, in Fibrations]
FibrationMap [section, in FiberEquivalences]
FibrationMap.A [variable, in FiberEquivalences]
FibrationMap.B [variable, in FiberEquivalences]
FibrationMap.f [variable, in FiberEquivalences]
FibrationMap.fibseq_a_totalequiv [variable, in FiberEquivalences]
FibrationMap.g [variable, in FiberEquivalences]
FibrationMap.P [variable, in FiberEquivalences]
FibrationMap.pbg [variable, in FiberEquivalences]
FibrationMap.pbQ [variable, in FiberEquivalences]
FibrationMap.Q [variable, in FiberEquivalences]
FibrationMap.tg [variable, in FiberEquivalences]
Fibrations [library]
fibseq_total_is_equiv [lemma, in FiberEquivalences]
fibseq_fiber_equiv [definition, in FiberEquivalences]
fibseq_total_equiv [definition, in FiberEquivalences]
fibseq_fiber_is_equiv [lemma, in FiberEquivalences]
free_path_target [definition, in Equivalences]
free_path_source [definition, in Equivalences]
free_path_space [definition, in Equivalences]
Functions [library]
funext [definition, in UnivalenceAxiom]
Funext [library]
funext_compute [definition, in UnivalenceAxiom]
funext_dep_to_eta_dep [lemma, in Funext]
funext_dep_statement [definition, in Funext]
funext_dep_compute [definition, in UnivalenceAxiom]
funext_dep_to_weak [lemma, in Funext]
funext_statement [definition, in Funext]
funext_dep [definition, in UnivalenceAxiom]
funext_dep_to_nondep [lemma, in Funext]


H

happly [definition, in Paths]
happly_dep [definition, in Paths]
hequiv_is_equiv [definition, in Equivalences]
hfiber [definition, in Fibrations]
hfiber_triangle [lemma, in Fibrations]
hiso_to_equiv [lemma, in Equivalences]
HLevel [library]
hlevel_inhabited_contr [lemma, in HLevel]
hlevel_succ [lemma, in HLevel]
hlevel_isprop [lemma, in HLevel]
hlevel_equiv [lemma, in HLevel]
Homotopy [library]
homotopy_naturality [lemma, in Paths]
homotopy_naturality_fromid [lemma, in Paths]
homotopy_naturality_toid [lemma, in Paths]
htoid_well_pointed [lemma, in Paths]


I

idequiv [definition, in Equivalences]
idmap [definition, in Functions]
idmap_map [lemma, in Paths]
idpath [constructor, in Paths]
idpath_right_unit [lemma, in Paths]
idpath_map [lemma, in Paths]
idpath_left_unit [lemma, in Paths]
inhabited_contr_isprop [lemma, in HLevel]
inl_injective [definition, in HLevel]
inverse [definition, in Equivalences]
inverse_is_section [definition, in Equivalences]
inverse_is_retraction [definition, in Equivalences]
inverse_triangle [definition, in Equivalences]
isprop_isprop [definition, in HLevel]
isset_implies_axiomK [definition, in HLevel]
isset_equiv_axiomK [lemma, in HLevel]
isset_isprop [definition, in HLevel]
is_equiv [definition, in Equivalences]
is_equiv_to_adjoint [definition, in Equivalences]
is_set [definition, in HLevel]
is_hlevel [definition, in HLevel]
is_adjoint_equiv [definition, in Equivalences]
is_contr [definition, in Contractible]
is_prop [definition, in HLevel]
is_hiso [definition, in Equivalences]
is_adjoint_to_equiv [lemma, in Equivalences]


M

map [lemma, in Paths]
map_trans [lemma, in Fibrations]
map_twovar [lemma, in Fibrations]
map_dep_trivial [lemma, in Fibrations]
map_dep [lemma, in Fibrations]
map2 [definition, in Paths]


N

naive_funext_implies_eta [lemma, in Funext]
naive_funext_dep_implies_eta [lemma, in Funext]


O

opposite [definition, in Paths]
opposite_opposite [lemma, in Paths]
opposite_concat [lemma, in Paths]
opposite_left_inverse [lemma, in Paths]
opposite_map [lemma, in Paths]
opposite_to_inverse [lemma, in Univalence]
opposite_idpath [lemma, in Paths]
opposite_right_inverse [lemma, in Paths]
opposite2 [definition, in Paths]


P

paths [inductive, in Paths]
Paths [library]
pathspace_contr' [lemma, in Contractible]
pathspace_contr [lemma, in Contractible]
path_to_equiv_equiv [definition, in Univalence]
path_to_equiv_map [lemma, in Univalence]
path_to_equiv [definition, in Univalence]
pred_equiv_to_path [definition, in Univalence]
prop_equiv_inhabited_contr [lemma, in HLevel]
prop_inhabited_contr [lemma, in HLevel]
prop_equiv_allpath [lemma, in HLevel]
prop_path [lemma, in HLevel]
pr1 [abbreviation, in Fibrations]
pr2 [abbreviation, in Fibrations]
PullbackMap [section, in FiberEquivalences]
PullbackMap.A [variable, in FiberEquivalences]
PullbackMap.B [variable, in FiberEquivalences]
PullbackMap.f [variable, in FiberEquivalences]
PullbackMap.g [variable, in FiberEquivalences]
PullbackMap.pbQ [variable, in FiberEquivalences]
PullbackMap.Q [variable, in FiberEquivalences]
PullbackMap.tg [variable, in FiberEquivalences]
PullbackMap.tginv [variable, in FiberEquivalences]
pullback_total_equiv [definition, in FiberEquivalences]
pullback_total_is_equiv [lemma, in FiberEquivalences]


S

section [definition, in Fibrations]
set_path2 [lemma, in HLevel]
strong_funext_compute [lemma, in Funext]
strong_funext_dep_to_nondep [lemma, in Funext]
strong_to_naive_funext [lemma, in Funext]
strong_funext_dep [axiom, in UnivalenceAxiom]
strong_funext_dep_compute [lemma, in Funext]
strong_funext_statement [definition, in Funext]
strong_funext_dep_statement [definition, in Funext]
strong_to_naive_funext_dep [lemma, in Funext]
strong_funext [definition, in UnivalenceAxiom]


T

total [abbreviation, in Fibrations]
total_map [definition, in FiberEquivalences]
total_path_reconstruction [lemma, in Fibrations]
total_path2 [lemma, in Fibrations]
total_paths_equiv [lemma, in Equivalences]
total_is_equiv [lemma, in FiberEquivalences]
total_equiv [definition, in FiberEquivalences]
total_path [lemma, in Fibrations]
tpair [abbreviation, in Fibrations]
transport [lemma, in Fibrations]
transport_hfiber [lemma, in Fibrations]
trans_map [lemma, in Fibrations]
trans_concat [lemma, in Fibrations]
trans_trivial [lemma, in Fibrations]
trans_is_concat_opp [lemma, in Fibrations]
trans_is_concat [lemma, in Fibrations]


U

unit_contr [lemma, in Contractible]
Univalence [section, in Univalence]
univalence [axiom, in UnivalenceAxiom]
Univalence [library]
UnivalenceAxiom [library]
UnivalenceImpliesFunext [section, in UnivalenceImpliesFunext]
UnivalenceImpliesFunext [library]
UnivalenceImpliesFunext.eta_rule [variable, in UnivalenceImpliesFunext]
UnivalenceImpliesFunext.univalence [variable, in UnivalenceImpliesFunext]
univalence_implies_weak_funext [lemma, in UnivalenceImpliesFunext]
univalence_implies_funext [lemma, in UnivalenceImpliesFunext]
univalence_statement [definition, in Univalence]
Univalence.univalence [variable, in Univalence]


W

weak_funext_statement [definition, in Funext]
weak_to_strong_funext_dep [lemma, in Funext]
weak_funext [definition, in UnivalenceAxiom]
whisker_right_fromid [definition, in Paths]
whisker_left_toid [definition, in Paths]
whisker_left [definition, in Paths]
whisker_interchange [definition, in Paths]
whisker_right_toid [definition, in Paths]
whisker_right [definition, in Paths]
whisker_left_fromid [definition, in Paths]


other

_ ≡ _ [notation, in Funext]
_ ⁻¹ [notation, in Equivalences]
_ @ _ [notation, in Paths]
_ ○ _ [notation, in Functions]
_ ~~> _ [notation, in Paths]
_ @@ _ [notation, in Paths]
_ ≃> _ [notation, in Equivalences]
! _ [notation, in Paths]



Lemma Index

A

allpath_prop [in HLevel]
axiomK_isprop [in HLevel]
axiomK_idpath [in HLevel]


B

base_total_path [in Fibrations]


C

compose_map [in Paths]
concat_associativity [in Paths]
concat_is_equiv_left [in Equivalences]
concat_to_compose [in Univalence]
concat_cancel_right [in Paths]
concat_is_equiv_right [in Equivalences]
concat_map [in Paths]
concat_moveleft_onleft [in Paths]
concat_moveright_onright [in Paths]
concat_moveleft_onright [in Paths]
concat_moveright_onleft [in Paths]
concat_cancel_left [in Paths]
contr_path2 [in Contractible]
contr_contr [in HLevel]
contr_pathcontr [in Contractible]
contr_path [in Contractible]
contr_equiv_unit [in Equivalences]
contr_equiv_contr [in Equivalences]


D

decidable_isset [in HLevel]


E

equiv_homotopic [in Equivalences]
equiv_map_inv [in Equivalences]
equiv_map_is_equiv [in Equivalences]
equiv_induction [in Univalence]
equiv_exponential [in UnivalenceImpliesFunext]
equiv_injective [in Equivalences]
equiv_to_hiso [in Equivalences]
equiv_inverse [in Equivalences]
equiv_pointwise_idmap [in Equivalences]
eta_dep_is_equiv [in Funext]
eta_is_equiv [in Funext]


F

fiber_total_path [in Fibrations]
fiber_is_equiv [in FiberEquivalences]
fibseq_total_is_equiv [in FiberEquivalences]
fibseq_fiber_is_equiv [in FiberEquivalences]
funext_dep_to_eta_dep [in Funext]
funext_dep_to_weak [in Funext]
funext_dep_to_nondep [in Funext]


H

hfiber_triangle [in Fibrations]
hiso_to_equiv [in Equivalences]
hlevel_inhabited_contr [in HLevel]
hlevel_succ [in HLevel]
hlevel_isprop [in HLevel]
hlevel_equiv [in HLevel]
homotopy_naturality [in Paths]
homotopy_naturality_fromid [in Paths]
homotopy_naturality_toid [in Paths]
htoid_well_pointed [in Paths]


I

idmap_map [in Paths]
idpath_right_unit [in Paths]
idpath_map [in Paths]
idpath_left_unit [in Paths]
inhabited_contr_isprop [in HLevel]
isset_equiv_axiomK [in HLevel]
is_adjoint_to_equiv [in Equivalences]


M

map [in Paths]
map_trans [in Fibrations]
map_twovar [in Fibrations]
map_dep_trivial [in Fibrations]
map_dep [in Fibrations]


N

naive_funext_implies_eta [in Funext]
naive_funext_dep_implies_eta [in Funext]


O

opposite_opposite [in Paths]
opposite_concat [in Paths]
opposite_left_inverse [in Paths]
opposite_map [in Paths]
opposite_to_inverse [in Univalence]
opposite_idpath [in Paths]
opposite_right_inverse [in Paths]


P

pathspace_contr' [in Contractible]
pathspace_contr [in Contractible]
path_to_equiv_map [in Univalence]
prop_equiv_inhabited_contr [in HLevel]
prop_inhabited_contr [in HLevel]
prop_equiv_allpath [in HLevel]
prop_path [in HLevel]
pullback_total_is_equiv [in FiberEquivalences]


S

set_path2 [in HLevel]
strong_funext_compute [in Funext]
strong_funext_dep_to_nondep [in Funext]
strong_to_naive_funext [in Funext]
strong_funext_dep_compute [in Funext]
strong_to_naive_funext_dep [in Funext]


T

total_path_reconstruction [in Fibrations]
total_path2 [in Fibrations]
total_paths_equiv [in Equivalences]
total_is_equiv [in FiberEquivalences]
total_path [in Fibrations]
transport [in Fibrations]
transport_hfiber [in Fibrations]
trans_map [in Fibrations]
trans_concat [in Fibrations]
trans_trivial [in Fibrations]
trans_is_concat_opp [in Fibrations]
trans_is_concat [in Fibrations]


U

unit_contr [in Contractible]
univalence_implies_weak_funext [in UnivalenceImpliesFunext]
univalence_implies_funext [in UnivalenceImpliesFunext]


W

weak_to_strong_funext_dep [in Funext]



Section Index

F

FiberMap [in FiberEquivalences]
FiberMap.FiberIsEquiv [in FiberEquivalences]
FiberMap.TotalIsEquiv [in FiberEquivalences]
FibrationMap [in FiberEquivalences]


P

PullbackMap [in FiberEquivalences]


U

Univalence [in Univalence]
UnivalenceImpliesFunext [in UnivalenceImpliesFunext]



Notation Index

other

_ ≡ _ [in Funext]
_ ⁻¹ [in Equivalences]
_ @ _ [in Paths]
_ ○ _ [in Functions]
_ ~~> _ [in Paths]
_ @@ _ [in Paths]
_ ≃> _ [in Equivalences]
! _ [in Paths]



Constructor Index

I

idpath [in Paths]



Abbreviation Index

P

pr1 [in Fibrations]
pr2 [in Fibrations]


T

total [in Fibrations]
tpair [in Fibrations]



Inductive Index

P

paths [in Paths]



Definition Index

A

adjointify [in Equivalences]
adjoint_equiv [in Equivalences]
axiomK [in HLevel]
axiomK_implies_isset [in HLevel]


B

base_path [in Fibrations]


C

compose [in Functions]
concat [in Paths]
concat_equiv_left [in Equivalences]
concat_equiv_right [in Equivalences]
concat2 [in Paths]
concat2_interchange [in Paths]
contr_contr_equiv [in Equivalences]


D

decidable_paths [in HLevel]


E

equiv [in Equivalences]
equiv_coerce_to_function [in Equivalences]
equiv_to_path [in UnivalenceAxiom]
equiv_to_path_triangle [in UnivalenceAxiom]
equiv_to_path_retraction [in UnivalenceAxiom]
equiv_to_path [in Univalence]
equiv_compose [in Equivalences]
equiv_to_path_section [in Univalence]
equiv_to_path_retraction [in Univalence]
equiv_induction [in UnivalenceAxiom]
equiv_map_equiv [in Equivalences]
equiv_to_path_triangle [in Univalence]
equiv_to_path_section [in UnivalenceAxiom]
equiv_cancel_right [in Equivalences]
equiv_cancel_left [in Equivalences]
eta [in Funext]
eta_equiv [in Funext]
eta_dep [in Funext]
eta_dep_statement [in Funext]
eta_dep_equiv [in Funext]
eta_statement [in Funext]
ext_dep_eq [in Funext]


F

fiber_equiv [in FiberEquivalences]
fiber_path [in Fibrations]
fibseq_fiber_equiv [in FiberEquivalences]
fibseq_total_equiv [in FiberEquivalences]
free_path_target [in Equivalences]
free_path_source [in Equivalences]
free_path_space [in Equivalences]
funext [in UnivalenceAxiom]
funext_compute [in UnivalenceAxiom]
funext_dep_statement [in Funext]
funext_dep_compute [in UnivalenceAxiom]
funext_statement [in Funext]
funext_dep [in UnivalenceAxiom]


H

happly [in Paths]
happly_dep [in Paths]
hequiv_is_equiv [in Equivalences]
hfiber [in Fibrations]


I

idequiv [in Equivalences]
idmap [in Functions]
inl_injective [in HLevel]
inverse [in Equivalences]
inverse_is_section [in Equivalences]
inverse_is_retraction [in Equivalences]
inverse_triangle [in Equivalences]
isprop_isprop [in HLevel]
isset_implies_axiomK [in HLevel]
isset_isprop [in HLevel]
is_equiv [in Equivalences]
is_equiv_to_adjoint [in Equivalences]
is_set [in HLevel]
is_hlevel [in HLevel]
is_adjoint_equiv [in Equivalences]
is_contr [in Contractible]
is_prop [in HLevel]
is_hiso [in Equivalences]


M

map2 [in Paths]


O

opposite [in Paths]
opposite2 [in Paths]


P

path_to_equiv_equiv [in Univalence]
path_to_equiv [in Univalence]
pred_equiv_to_path [in Univalence]
pullback_total_equiv [in FiberEquivalences]


S

section [in Fibrations]
strong_funext_statement [in Funext]
strong_funext_dep_statement [in Funext]
strong_funext [in UnivalenceAxiom]


T

total_map [in FiberEquivalences]
total_equiv [in FiberEquivalences]


U

univalence_statement [in Univalence]


W

weak_funext_statement [in Funext]
weak_funext [in UnivalenceAxiom]
whisker_right_fromid [in Paths]
whisker_left_toid [in Paths]
whisker_left [in Paths]
whisker_interchange [in Paths]
whisker_right_toid [in Paths]
whisker_right [in Paths]
whisker_left_fromid [in Paths]



Axiom Index

S

strong_funext_dep [in UnivalenceAxiom]


U

univalence [in UnivalenceAxiom]



Variable Index

F

FiberMap.A [in FiberEquivalences]
FiberMap.FiberIsEquiv.fiber_eqv [in FiberEquivalences]
FiberMap.FiberIsEquiv.fiber_iseqv [in FiberEquivalences]
FiberMap.FiberIsEquiv.total_inv [in FiberEquivalences]
FiberMap.g [in FiberEquivalences]
FiberMap.P [in FiberEquivalences]
FiberMap.Q [in FiberEquivalences]
FiberMap.tg [in FiberEquivalences]
FiberMap.tg_isfib_onpaths [in FiberEquivalences]
FiberMap.tg_isg_onfibers [in FiberEquivalences]
FiberMap.tg_is_fiberwise [in FiberEquivalences]
FiberMap.TotalIsEquiv.ginv [in FiberEquivalences]
FiberMap.TotalIsEquiv.tot_iseqv [in FiberEquivalences]
FiberMap.TotalIsEquiv.tot_eqv [in FiberEquivalences]
FibrationMap.A [in FiberEquivalences]
FibrationMap.B [in FiberEquivalences]
FibrationMap.f [in FiberEquivalences]
FibrationMap.fibseq_a_totalequiv [in FiberEquivalences]
FibrationMap.g [in FiberEquivalences]
FibrationMap.P [in FiberEquivalences]
FibrationMap.pbg [in FiberEquivalences]
FibrationMap.pbQ [in FiberEquivalences]
FibrationMap.Q [in FiberEquivalences]
FibrationMap.tg [in FiberEquivalences]


P

PullbackMap.A [in FiberEquivalences]
PullbackMap.B [in FiberEquivalences]
PullbackMap.f [in FiberEquivalences]
PullbackMap.g [in FiberEquivalences]
PullbackMap.pbQ [in FiberEquivalences]
PullbackMap.Q [in FiberEquivalences]
PullbackMap.tg [in FiberEquivalences]
PullbackMap.tginv [in FiberEquivalences]


U

UnivalenceImpliesFunext.eta_rule [in UnivalenceImpliesFunext]
UnivalenceImpliesFunext.univalence [in UnivalenceImpliesFunext]
Univalence.univalence [in Univalence]



Library Index

C

Contractible


E

Equivalences


F

FiberEquivalences
Fibrations
Functions
Funext


H

HLevel
Homotopy


P

Paths


U

Univalence
UnivalenceAxiom
UnivalenceImpliesFunext



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 (265 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 (102 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 (7 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 (8 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 (1 entry)
Abbreviation 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 (4 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 (1 entry)
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 (93 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 (2 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 (35 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 (12 entries)

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