Registry · Theorem II.T04 established formalized

II.T04 — Cylinder Basis Theorem

The collection of stage-k cylinders forms a basis for the cylinder topology on tau^3: they are clopen, nested by divisibility, and any two cylinders are either disjoint or nested.

Book II Part 2 Ch. 9

Dependency Graph

Depends on (3)

Depended on by (5)

Lean Formalization

Module: TauLib.BookII.Domains.Cylinders

Symbol: nesting_check