Bonak
| 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 | (195 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 | (26 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 | (1 entry) |
| 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 | (6 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 | (49 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 | (7 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 | (35 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 | (6 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 | (7 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 | (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 | (49 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 | (8 entries) |
Global Index
A
AugmentedSemiSimplicial [definition, in Bonak.νType.νType]B
bool_UIP [lemma, in Bonak.νType.HSet]C
cohFrame [projection, in Bonak.νType.νType]cohPainting [projection, in Bonak.νType.νType]
construct_Hq [definition, in Bonak.νType.LeYoneda]
D
Dom [projection, in Bonak.νType.HSet]E
eqFrameSp [projection, in Bonak.νType.νType]eqFrameSp' [projection, in Bonak.νType.νType]
eqFrame0 [projection, in Bonak.νType.νType]
eqFrame0' [projection, in Bonak.νType.νType]
eqPaintingSp [projection, in Bonak.νType.νType]
eqPaintingSp' [projection, in Bonak.νType.νType]
eqRestrFrameSp [projection, in Bonak.νType.νType]
eqRestrFrame0 [projection, in Bonak.νType.νType]
eqRestrPaintingSp [projection, in Bonak.νType.νType]
eqRestrPainting0 [projection, in Bonak.νType.νType]
eqsprop [inductive, in Bonak.νType.LeYoneda]
eqsprop_sind [definition, in Bonak.νType.LeYoneda]
eqsprop_rec [definition, in Bonak.νType.LeYoneda]
eqsprop_ind [definition, in Bonak.νType.LeYoneda]
eqsprop_rect [definition, in Bonak.νType.LeYoneda]
eqsprop_refl [constructor, in Bonak.νType.LeYoneda]
eq_ind_r_refl [lemma, in Bonak.νType.RewLemmas]
F
Frame [projection, in Bonak.νType.νType]frame [projection, in Bonak.νType.νType]
FrameBlock [record, in Bonak.νType.νType]
FrameBlockPrev [record, in Bonak.νType.νType]
FramePrev [projection, in Bonak.νType.νType]
frame' [projection, in Bonak.νType.νType]
frame'' [projection, in Bonak.νType.νType]
H
hbool [definition, in Bonak.νType.HSet]hpiT [definition, in Bonak.νType.HSet]
hpiT_UIP [definition, in Bonak.νType.HSet]
hpiT_decompose [lemma, in Bonak.νType.HSet]
HSet [record, in Bonak.νType.HSet]
HSet [library]
hsigT [definition, in Bonak.νType.HSet]
hunit [definition, in Bonak.νType.HSet]
L
Layer [projection, in Bonak.νType.νType]Layer' [projection, in Bonak.νType.νType]
leI [inductive, in Bonak.νType.LeInductive]
LeInductive [library]
leI_down_morphism [lemma, in Bonak.νType.LeYoneda]
leI_refl_morphism [lemma, in Bonak.νType.LeYoneda]
leI_of_leY [lemma, in Bonak.νType.LeYoneda]
leI_raise_both [lemma, in Bonak.νType.LeInductive]
leI_lower_both [lemma, in Bonak.νType.LeInductive]
leI_0 [lemma, in Bonak.νType.LeInductive]
leI_up [lemma, in Bonak.νType.LeInductive]
leI_sind [definition, in Bonak.νType.LeInductive]
leI_rec [definition, in Bonak.νType.LeInductive]
leI_ind [definition, in Bonak.νType.LeInductive]
leI_rect [definition, in Bonak.νType.LeInductive]
leI_down [constructor, in Bonak.νType.LeInductive]
leI_refl [constructor, in Bonak.νType.LeInductive]
leR [definition, in Bonak.νType.LeYoneda]
leR_raise_both [lemma, in Bonak.νType.LeYoneda]
leR_lower_both [lemma, in Bonak.νType.LeYoneda]
leR_down [lemma, in Bonak.νType.LeYoneda]
leR_up [lemma, in Bonak.νType.LeYoneda]
leR_0 [lemma, in Bonak.νType.LeYoneda]
leR_contra [lemma, in Bonak.νType.LeYoneda]
leR_refl [lemma, in Bonak.νType.LeYoneda]
leY [record, in Bonak.νType.LeYoneda]
leY [inductive, in Bonak.νType.LeYoneda]
leYind [inductive, in Bonak.νType.LeYoneda]
leYind_construct [lemma, in Bonak.νType.LeYoneda]
leYind_sind [definition, in Bonak.νType.LeYoneda]
leYind_rec [definition, in Bonak.νType.LeYoneda]
leYind_ind [definition, in Bonak.νType.LeYoneda]
leYind_rect [definition, in Bonak.νType.LeYoneda]
leYind_down [constructor, in Bonak.νType.LeYoneda]
leYind_refl [constructor, in Bonak.νType.LeYoneda]
LeYoneda [library]
leY_of_leI [lemma, in Bonak.νType.LeYoneda]
leY_raise_both [lemma, in Bonak.νType.LeYoneda]
leY_lower_both [lemma, in Bonak.νType.LeYoneda]
leY_down [lemma, in Bonak.νType.LeYoneda]
leY_up [lemma, in Bonak.νType.LeYoneda]
leY_trans [definition, in Bonak.νType.LeYoneda]
leY_refl [definition, in Bonak.νType.LeYoneda]
leY_0 [lemma, in Bonak.νType.LeYoneda]
leY_contra [lemma, in Bonak.νType.LeYoneda]
leY_irrelevance [lemma, in Bonak.νType.LeYoneda]
le_induction'_step_computes [definition, in Bonak.νType.LeYoneda]
le_induction'_base_computes [definition, in Bonak.νType.LeYoneda]
le_induction'' [definition, in Bonak.νType.LeYoneda]
le_induction' [definition, in Bonak.νType.LeYoneda]
le_induction_step_computes [lemma, in Bonak.νType.LeYoneda]
le_induction_base_computes [lemma, in Bonak.νType.LeYoneda]
le_induction [lemma, in Bonak.νType.LeYoneda]
le_intro [projection, in Bonak.νType.LeYoneda]
le_intro [constructor, in Bonak.νType.LeYoneda]
M
map_subst_app [lemma, in Bonak.νType.RewLemmas]mkCohLayer [definition, in Bonak.νType.νType]
mkCohPaintingHyp [definition, in Bonak.νType.νType]
mkCohPainting_step [definition, in Bonak.νType.νType]
mkCohPainting_base [definition, in Bonak.νType.νType]
mkFrame [instance, in Bonak.νType.νType]
mkFramePrev [definition, in Bonak.νType.νType]
mkFrameSp [instance, in Bonak.νType.νType]
mkFrame0 [instance, in Bonak.νType.νType]
mkLayer [definition, in Bonak.νType.νType]
mkLayer' [definition, in Bonak.νType.νType]
mkPainting [instance, in Bonak.νType.νType]
mkPaintingPrev [instance, in Bonak.νType.νType]
mkPaintingType [definition, in Bonak.νType.νType]
mkpainting_computes [lemma, in Bonak.νType.νType]
mkprefix [definition, in Bonak.νType.νType]
mkRestrLayer [definition, in Bonak.νType.νType]
mkRestrPainting [definition, in Bonak.νType.νType]
mkRestrPainting_step_computes [lemma, in Bonak.νType.νType]
mkRestrPainting_base_computes [lemma, in Bonak.νType.νType]
mkνTypeSn [instance, in Bonak.νType.νType]
mkνType0 [instance, in Bonak.νType.νType]
N
next [projection, in Bonak.νType.νType]Notation [library]
P
Painting [projection, in Bonak.νType.νType]painting [projection, in Bonak.νType.νType]
PaintingBlock [record, in Bonak.νType.νType]
PaintingBlockPrev [record, in Bonak.νType.νType]
PaintingPrev [projection, in Bonak.νType.νType]
painting' [projection, in Bonak.νType.νType]
painting'' [projection, in Bonak.νType.νType]
prefix [projection, in Bonak.νType.νType]
R
restrFrame [projection, in Bonak.νType.νType]restrFrame' [projection, in Bonak.νType.νType]
RestrLayer [projection, in Bonak.νType.νType]
restrPainting [projection, in Bonak.νType.νType]
restrPainting' [projection, in Bonak.νType.νType]
RewLemmas [library]
rew_app [lemma, in Bonak.νType.RewLemmas]
rew_swap [lemma, in Bonak.νType.RewLemmas]
rew_permute' [lemma, in Bonak.νType.RewLemmas]
rew_permute [lemma, in Bonak.νType.RewLemmas]
rew_existT_curried [lemma, in Bonak.νType.RewLemmas]
rew_sigT [lemma, in Bonak.νType.RewLemmas]
rew_pair [lemma, in Bonak.νType.RewLemmas]
rew_context [lemma, in Bonak.νType.RewLemmas]
rew_rew' [lemma, in Bonak.νType.RewLemmas]
rew_rew [lemma, in Bonak.νType.RewLemmas]
rew_leY [definition, in Bonak.νType.LeYoneda]
S
SemiCubical [definition, in Bonak.νType.νType]SemiCubical2 [definition, in Bonak.νType.νType]
SemiSimplicial [definition, in Bonak.νType.νType]
SemiSimplicial2 [definition, in Bonak.νType.νType]
SFalse [inductive, in Bonak.νType.LeYoneda]
SFalse_sind [definition, in Bonak.νType.LeYoneda]
SFalse_rec [definition, in Bonak.νType.LeYoneda]
SFalse_ind [definition, in Bonak.νType.LeYoneda]
SFalse_rect [definition, in Bonak.νType.LeYoneda]
sI [constructor, in Bonak.νType.LeYoneda]
sigT_commute [lemma, in Bonak.νType.RewLemmas]
sigT_UIP [lemma, in Bonak.νType.HSet]
sigT_decompose [lemma, in Bonak.νType.HSet]
sigT_decompose_eq [lemma, in Bonak.νType.HSet]
sigT_eq [lemma, in Bonak.νType.HSet]
STrue [inductive, in Bonak.νType.LeYoneda]
STrue_sind [definition, in Bonak.νType.LeYoneda]
T
this [projection, in Bonak.νType.νType]U
UIP [projection, in Bonak.νType.HSet]unit_UIP [lemma, in Bonak.νType.HSet]
other
_ <= _ (nat_scope) [notation, in Bonak.νType.LeYoneda]_ <~ _ (nat_scope) [notation, in Bonak.νType.LeInductive]
{ _ : _ && _ } (type_scope) [notation, in Bonak.νType.νType]
_ =S _ (type_scope) [notation, in Bonak.νType.LeYoneda]
hforall _ : _ , _ (type_scope) [notation, in Bonak.νType.HSet]
hforall _ , _ (type_scope) [notation, in Bonak.νType.HSet]
{ _ : _ & _ } (type_scope) [notation, in Bonak.νType.HSet]
{ _ & _ } (type_scope) [notation, in Bonak.νType.HSet]
_ ↕ _ [notation, in Bonak.νType.LeYoneda]
_ • _ [notation, in Bonak.νType.Notation]
_ .-1 [notation, in Bonak.νType.Notation]
_ .+3 [notation, in Bonak.νType.Notation]
_ .+2 [notation, in Bonak.νType.Notation]
_ .+1 [notation, in Bonak.νType.Notation]
_ .2 [notation, in Bonak.νType.Notation]
_ .1 [notation, in Bonak.νType.Notation]
rew <- [ _ ] _ in _ [notation, in Bonak.νType.Notation]
rew [ _ ] _ in _ [notation, in Bonak.νType.Notation]
( _ ; _ ) [notation, in Bonak.νType.Notation]
(= _ ; _ ) [notation, in Bonak.νType.Notation]
[ _ ⇒ _ ] _ [notation, in Bonak.νType.Notation]
↑ _ [notation, in Bonak.νType.LeYoneda]
↓ _ [notation, in Bonak.νType.LeYoneda]
⇑ _ [notation, in Bonak.νType.LeYoneda]
⇓ _ [notation, in Bonak.νType.LeYoneda]
♢ [notation, in Bonak.νType.LeYoneda]
νType [record, in Bonak.νType.νType]
νType [section, in Bonak.νType.νType]
νType [library]
νTypeAt [definition, in Bonak.νType.νType]
νTypeFrom [record, in Bonak.νType.νType]
νTypes [definition, in Bonak.νType.νType]
νType.arity [variable, in Bonak.νType.νType]
Notation Index
other
_ <= _ (nat_scope) [in Bonak.νType.LeYoneda]_ <~ _ (nat_scope) [in Bonak.νType.LeInductive]
{ _ : _ && _ } (type_scope) [in Bonak.νType.νType]
_ =S _ (type_scope) [in Bonak.νType.LeYoneda]
hforall _ : _ , _ (type_scope) [in Bonak.νType.HSet]
hforall _ , _ (type_scope) [in Bonak.νType.HSet]
{ _ : _ & _ } (type_scope) [in Bonak.νType.HSet]
{ _ & _ } (type_scope) [in Bonak.νType.HSet]
_ ↕ _ [in Bonak.νType.LeYoneda]
_ • _ [in Bonak.νType.Notation]
_ .-1 [in Bonak.νType.Notation]
_ .+3 [in Bonak.νType.Notation]
_ .+2 [in Bonak.νType.Notation]
_ .+1 [in Bonak.νType.Notation]
_ .2 [in Bonak.νType.Notation]
_ .1 [in Bonak.νType.Notation]
rew <- [ _ ] _ in _ [in Bonak.νType.Notation]
rew [ _ ] _ in _ [in Bonak.νType.Notation]
( _ ; _ ) [in Bonak.νType.Notation]
(= _ ; _ ) [in Bonak.νType.Notation]
[ _ ⇒ _ ] _ [in Bonak.νType.Notation]
↑ _ [in Bonak.νType.LeYoneda]
↓ _ [in Bonak.νType.LeYoneda]
⇑ _ [in Bonak.νType.LeYoneda]
⇓ _ [in Bonak.νType.LeYoneda]
♢ [in Bonak.νType.LeYoneda]
Variable Index
other
νType.arity [in Bonak.νType.νType]Library Index
H
HSetL
LeInductiveLeYoneda
N
NotationR
RewLemmasother
νTypeLemma Index
B
bool_UIP [in Bonak.νType.HSet]E
eq_ind_r_refl [in Bonak.νType.RewLemmas]H
hpiT_decompose [in Bonak.νType.HSet]L
leI_down_morphism [in Bonak.νType.LeYoneda]leI_refl_morphism [in Bonak.νType.LeYoneda]
leI_of_leY [in Bonak.νType.LeYoneda]
leI_raise_both [in Bonak.νType.LeInductive]
leI_lower_both [in Bonak.νType.LeInductive]
leI_0 [in Bonak.νType.LeInductive]
leI_up [in Bonak.νType.LeInductive]
leR_raise_both [in Bonak.νType.LeYoneda]
leR_lower_both [in Bonak.νType.LeYoneda]
leR_down [in Bonak.νType.LeYoneda]
leR_up [in Bonak.νType.LeYoneda]
leR_0 [in Bonak.νType.LeYoneda]
leR_contra [in Bonak.νType.LeYoneda]
leR_refl [in Bonak.νType.LeYoneda]
leYind_construct [in Bonak.νType.LeYoneda]
leY_of_leI [in Bonak.νType.LeYoneda]
leY_raise_both [in Bonak.νType.LeYoneda]
leY_lower_both [in Bonak.νType.LeYoneda]
leY_down [in Bonak.νType.LeYoneda]
leY_up [in Bonak.νType.LeYoneda]
leY_0 [in Bonak.νType.LeYoneda]
leY_contra [in Bonak.νType.LeYoneda]
leY_irrelevance [in Bonak.νType.LeYoneda]
le_induction_step_computes [in Bonak.νType.LeYoneda]
le_induction_base_computes [in Bonak.νType.LeYoneda]
le_induction [in Bonak.νType.LeYoneda]
M
map_subst_app [in Bonak.νType.RewLemmas]mkpainting_computes [in Bonak.νType.νType]
mkRestrPainting_step_computes [in Bonak.νType.νType]
mkRestrPainting_base_computes [in Bonak.νType.νType]
R
rew_app [in Bonak.νType.RewLemmas]rew_swap [in Bonak.νType.RewLemmas]
rew_permute' [in Bonak.νType.RewLemmas]
rew_permute [in Bonak.νType.RewLemmas]
rew_existT_curried [in Bonak.νType.RewLemmas]
rew_sigT [in Bonak.νType.RewLemmas]
rew_pair [in Bonak.νType.RewLemmas]
rew_context [in Bonak.νType.RewLemmas]
rew_rew' [in Bonak.νType.RewLemmas]
rew_rew [in Bonak.νType.RewLemmas]
S
sigT_commute [in Bonak.νType.RewLemmas]sigT_UIP [in Bonak.νType.HSet]
sigT_decompose [in Bonak.νType.HSet]
sigT_decompose_eq [in Bonak.νType.HSet]
sigT_eq [in Bonak.νType.HSet]
U
unit_UIP [in Bonak.νType.HSet]Constructor Index
E
eqsprop_refl [in Bonak.νType.LeYoneda]L
leI_down [in Bonak.νType.LeInductive]leI_refl [in Bonak.νType.LeInductive]
leYind_down [in Bonak.νType.LeYoneda]
leYind_refl [in Bonak.νType.LeYoneda]
le_intro [in Bonak.νType.LeYoneda]
S
sI [in Bonak.νType.LeYoneda]Projection Index
C
cohFrame [in Bonak.νType.νType]cohPainting [in Bonak.νType.νType]
D
Dom [in Bonak.νType.HSet]E
eqFrameSp [in Bonak.νType.νType]eqFrameSp' [in Bonak.νType.νType]
eqFrame0 [in Bonak.νType.νType]
eqFrame0' [in Bonak.νType.νType]
eqPaintingSp [in Bonak.νType.νType]
eqPaintingSp' [in Bonak.νType.νType]
eqRestrFrameSp [in Bonak.νType.νType]
eqRestrFrame0 [in Bonak.νType.νType]
eqRestrPaintingSp [in Bonak.νType.νType]
eqRestrPainting0 [in Bonak.νType.νType]
F
Frame [in Bonak.νType.νType]frame [in Bonak.νType.νType]
FramePrev [in Bonak.νType.νType]
frame' [in Bonak.νType.νType]
frame'' [in Bonak.νType.νType]
L
Layer [in Bonak.νType.νType]Layer' [in Bonak.νType.νType]
le_intro [in Bonak.νType.LeYoneda]
N
next [in Bonak.νType.νType]P
Painting [in Bonak.νType.νType]painting [in Bonak.νType.νType]
PaintingPrev [in Bonak.νType.νType]
painting' [in Bonak.νType.νType]
painting'' [in Bonak.νType.νType]
prefix [in Bonak.νType.νType]
R
restrFrame [in Bonak.νType.νType]restrFrame' [in Bonak.νType.νType]
RestrLayer [in Bonak.νType.νType]
restrPainting [in Bonak.νType.νType]
restrPainting' [in Bonak.νType.νType]
T
this [in Bonak.νType.νType]U
UIP [in Bonak.νType.HSet]Inductive Index
E
eqsprop [in Bonak.νType.LeYoneda]L
leI [in Bonak.νType.LeInductive]leY [in Bonak.νType.LeYoneda]
leYind [in Bonak.νType.LeYoneda]
S
SFalse [in Bonak.νType.LeYoneda]STrue [in Bonak.νType.LeYoneda]
Instance Index
M
mkFrame [in Bonak.νType.νType]mkFrameSp [in Bonak.νType.νType]
mkFrame0 [in Bonak.νType.νType]
mkPainting [in Bonak.νType.νType]
mkPaintingPrev [in Bonak.νType.νType]
mkνTypeSn [in Bonak.νType.νType]
mkνType0 [in Bonak.νType.νType]
Section Index
other
νType [in Bonak.νType.νType]Definition Index
A
AugmentedSemiSimplicial [in Bonak.νType.νType]C
construct_Hq [in Bonak.νType.LeYoneda]E
eqsprop_sind [in Bonak.νType.LeYoneda]eqsprop_rec [in Bonak.νType.LeYoneda]
eqsprop_ind [in Bonak.νType.LeYoneda]
eqsprop_rect [in Bonak.νType.LeYoneda]
H
hbool [in Bonak.νType.HSet]hpiT [in Bonak.νType.HSet]
hpiT_UIP [in Bonak.νType.HSet]
hsigT [in Bonak.νType.HSet]
hunit [in Bonak.νType.HSet]
L
leI_sind [in Bonak.νType.LeInductive]leI_rec [in Bonak.νType.LeInductive]
leI_ind [in Bonak.νType.LeInductive]
leI_rect [in Bonak.νType.LeInductive]
leR [in Bonak.νType.LeYoneda]
leYind_sind [in Bonak.νType.LeYoneda]
leYind_rec [in Bonak.νType.LeYoneda]
leYind_ind [in Bonak.νType.LeYoneda]
leYind_rect [in Bonak.νType.LeYoneda]
leY_trans [in Bonak.νType.LeYoneda]
leY_refl [in Bonak.νType.LeYoneda]
le_induction'_step_computes [in Bonak.νType.LeYoneda]
le_induction'_base_computes [in Bonak.νType.LeYoneda]
le_induction'' [in Bonak.νType.LeYoneda]
le_induction' [in Bonak.νType.LeYoneda]
M
mkCohLayer [in Bonak.νType.νType]mkCohPaintingHyp [in Bonak.νType.νType]
mkCohPainting_step [in Bonak.νType.νType]
mkCohPainting_base [in Bonak.νType.νType]
mkFramePrev [in Bonak.νType.νType]
mkLayer [in Bonak.νType.νType]
mkLayer' [in Bonak.νType.νType]
mkPaintingType [in Bonak.νType.νType]
mkprefix [in Bonak.νType.νType]
mkRestrLayer [in Bonak.νType.νType]
mkRestrPainting [in Bonak.νType.νType]
R
rew_leY [in Bonak.νType.LeYoneda]S
SemiCubical [in Bonak.νType.νType]SemiCubical2 [in Bonak.νType.νType]
SemiSimplicial [in Bonak.νType.νType]
SemiSimplicial2 [in Bonak.νType.νType]
SFalse_sind [in Bonak.νType.LeYoneda]
SFalse_rec [in Bonak.νType.LeYoneda]
SFalse_ind [in Bonak.νType.LeYoneda]
SFalse_rect [in Bonak.νType.LeYoneda]
STrue_sind [in Bonak.νType.LeYoneda]
other
νTypeAt [in Bonak.νType.νType]νTypes [in Bonak.νType.νType]
Record Index
F
FrameBlock [in Bonak.νType.νType]FrameBlockPrev [in Bonak.νType.νType]
H
HSet [in Bonak.νType.HSet]L
leY [in Bonak.νType.LeYoneda]P
PaintingBlock [in Bonak.νType.νType]PaintingBlockPrev [in Bonak.νType.νType]
other
νType [in Bonak.νType.νType]νTypeFrom [in Bonak.νType.νType]
| 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 | (195 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 | (26 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 | (1 entry) |
| 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 | (6 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 | (49 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 | (7 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 | (35 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 | (6 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 | (7 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 | (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 | (49 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 | (8 entries) |
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