Registry · Theorem II.T29 established formalized

II.T29 — Associativity of Holomorphic Composition

Composition of tau-holomorphic maps is associative: (h . g) . f = h . (g . f) for all composable holomorphic maps. This, together with the identity map, makes HolEnd(tau) a category.

Book II Part 6 Ch. 33

Dependency Graph

Depends on (4)

Depended on by (1)

Lean Formalization

Module: TauLib.BookII.Hartogs.CategoryStructure

Symbol: hol_assoc_check