FTH0289canonicalv1hol_assoc_thm (theorem)
/-- [II.T29] Associativity theorem (formal): Holomorphic composition is associative by definition. hol_comp f (hol_comp g h) n k = hol_comp (hol_comp f g) h n k This is an immediate consequence of the definition: both sides expand to f(g(h(n, k), k), k). -/
Formalization
Identifiers
Aliases & legacy IDs
hol_assoc_thmhol-assoc-thmTauLib.BookII.Hartogs.CategoryStructure::hol_assoc_thmRelease lines
corpus_v2corpus_v3_workingVersion & History
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