Documentation Verification Report

Acceptor

πŸ“ Source: Cslib/Computability/Automata/Acceptors/Acceptor.lean

Statistics

MetricCount
DefinitionsAcceptor, Accepts, language
3
Theoremsmem_language
1
Total4

Cslib.Automata

Definitions

NameCategoryTheorems
Acceptor πŸ“–CompDataβ€”

Cslib.Automata.Acceptor

Definitions

NameCategoryTheorems
Accepts πŸ“–MathDef
1 mathmath: mem_language
language πŸ“–CompOp
18 mathmath: Cslib.Automata.NA.FinAcc.totalize_language_eq, Cslib.Language.IsRegular.iff_dfa, Cslib.Automata.DA.FinAcc.congr_language_eq, Cslib.Automata.NA.loop_run_one_iter, Cslib.Automata.NA.concat_run_left_right, Cslib.Automata.NA.FinAcc.finConcat_language_eq, Cslib.Automata.NA.concat_start_right, Cslib.Automata.NA.loop_run_left_left, Cslib.Automata.DA.FinAcc.toNAFinAcc_language_eq, Cslib.Automata.Ξ΅NA.FinAcc.toNAFinAcc_language_eq, mem_language, Cslib.Automata.NA.FinAcc.toDAFinAcc_language_eq, Cslib.Automata.NA.Buchi.loop_language_eq, Cslib.Language.IsRegular.iff_nfa, Cslib.Automata.NA.loop_run_left_right_left, Cslib.Automata.NA.Buchi.concat_language_eq, Cslib.Automata.DA.buchi_eq_finAcc_omegaLim, Cslib.Automata.NA.concat_run_proj

Theorems

NameKindAssumesProvesValidatesDepends On
mem_language πŸ“–mathematicalβ€”language
Accepts
β€”β€”

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