📁 Source: Mathlib/Combinatorics/SimpleGraph/Walks/Subwalks.lean
IsSubwalk
concat
cons
copy
darts_isInfix
darts_subset
dropLast
edges_isInfix
edges_subset
map
support_subset
tail
trans
drop_isSubwalk_drop
infix_support_iff_mem_edges
isSubwalk_antisymm
isSubwalk_concat
isSubwalk_cons
isSubwalk_drop
isSubwalk_iff_darts_isInfix
isSubwalk_iff_support_isInfix
isSubwalk_nil_iff
isSubwalk_nil_iff_mem_support
isSubwalk_of_append_left
isSubwalk_of_append_right
isSubwalk_rfl
isSubwalk_take
isSubwalk_toWalk_adj_iff_mem_darts
isSubwalk_toWalk_iff_mem_darts
isSubwalk_toWalk_iff_mem_edges
length_le_of_isSubwalk
nil_isSubwalk
nil_isSubwalk_iff_exists
take_isSubwalk_take
isSubwalk_takeUntil
isSubwalk_dropUntil
getVert
drop
Nat.le_induction
IsSubwalk.trans
getVert_zero
IsSubwalk.tail
IsSubwalk.copy
drop_zero
support
Sym2
edges
adj_of_infix_support
SimpleGraph.Adj.symm
adj_of_mem_edges
ext_support
List.infix_antisymm
SimpleGraph.Adj
IsSubwalk.concat
IsSubwalk.cons
append_take_drop_eq
append_nil
Nil
SimpleGraph.Dart
darts
SimpleGraph.Dart.ext
length_support
getVert_eq_support_getElem
head_support
le_rfl
getVert_length
support_append
support_copy
take_support_eq_support_take_succ
drop_support_eq_support_drop_min
support_eq_cons
nil
List.singleton_infix_iff
append
take
SimpleGraph.Dart.toProd
SimpleGraph.Adj.toWalk
SimpleGraph.Dart.adj
edges.eq_1
Sym2.rel_iff'
Sym2.eq
SimpleGraph.Dart.edge.eq_1
length
SimpleGraph.Walk.IsSubwalk
SimpleGraph.Walk.concat
SimpleGraph.Walk.append_concat
SimpleGraph.Walk.cons
SimpleGraph.Walk.copy
SimpleGraph.Walk.support_copy
SimpleGraph.Walk.isSubwalk_iff_support_isInfix
SimpleGraph.Walk.darts
SimpleGraph.Walk.penultimate
SimpleGraph.Walk.dropLast
SimpleGraph.Walk.isSubwalk_take
SimpleGraph.Walk.edges
DFunLike.coe
SimpleGraph.Hom
RelHom.instFunLike
SimpleGraph.Walk.map
SimpleGraph.Walk.support_map
SimpleGraph.Walk.support
SimpleGraph.Walk.snd
SimpleGraph.Walk.tail
SimpleGraph.Walk.isSubwalk_drop
SimpleGraph.Walk.append_assoc
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