Documentation Verification Report

Finset

📁 Source: Mathlib/Logic/Equiv/Finset.lean

Statistics

MetricCount
Definitionsfinset, lower', raise', raise'Finset, fintypeEquivFin, sortedUniv, encodable
7
TheoremsisChain_cons_raise', isChain_cons_raise'_of_lt, isChain_raise', lower_raise', raise'_chain, raise'_sorted, raise_lower', length_sortedUniv, mem_sortedUniv, sortedUniv_nodup, sortedUniv_toFinset
11
Total18

Denumerable

Definitions

NameCategoryTheorems
finset 📖CompOp
lower' 📖CompOp
2 mathmath: lower_raise', raise_lower'
raise' 📖CompOp
7 mathmath: lower_raise', isChain_raise', isChain_cons_raise', isChain_cons_raise'_of_lt, raise'_sorted, raise_lower', raise'_chain
raise'Finset 📖CompOp

Theorems

NameKindAssumesProvesValidatesDepends On
isChain_cons_raise' 📖mathematicalraise'isChain_raise'
isChain_cons_raise'_of_lt 📖mathematicalraise'raise'.eq_def
isChain_raise' 📖mathematicalraise'
lower_raise' 📖mathematicallower'
raise'
raise'_chain 📖mathematicalraise'isChain_cons_raise'_of_lt
raise'_sorted 📖mathematicalList.SortedLT
Nat.instPreorder
raise'
List.IsChain.sortedLT
isChain_raise'
raise_lower' 📖mathematicalList.SortedLT
Nat.instPreorder
raise'
lower'
List.SortedLT.pairwise
List.Pairwise.sortedLT

Encodable

Definitions

NameCategoryTheorems
fintypeEquivFin 📖CompOp
sortedUniv 📖CompOp
4 mathmath: mem_sortedUniv, sortedUniv_toFinset, sortedUniv_nodup, length_sortedUniv

Theorems

NameKindAssumesProvesValidatesDepends On
length_sortedUniv 📖mathematicalsortedUniv
Fintype.card
Finset.length_sort
instAntisymmPreimageNatCoeEmbeddingEncode'Le
instTotalPreimageNatCoeEmbeddingEncode'Le
mem_sortedUniv 📖mathematicalsortedUnivinstAntisymmPreimageNatCoeEmbeddingEncode'Le
instTotalPreimageNatCoeEmbeddingEncode'Le
Finset.mem_sort
Finset.mem_univ
sortedUniv_nodup 📖mathematicalsortedUnivFinset.sort_nodup
instAntisymmPreimageNatCoeEmbeddingEncode'Le
instTotalPreimageNatCoeEmbeddingEncode'Le
sortedUniv_toFinset 📖mathematicalList.toFinset
sortedUniv
Finset.univ
Finset.sort_toFinset
instAntisymmPreimageNatCoeEmbeddingEncode'Le
instTotalPreimageNatCoeEmbeddingEncode'Le

Finset

Definitions

NameCategoryTheorems
encodable 📖CompOp

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