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KeiBeta: a foundations cross-check.

KeiBeta is designed to cross-check the structure of the Genesis state space against three established mathematical languages — topos theory, p-adic geometry and noncommutative geometry.

What it is

KeiBeta asks whether basic structural counts of the Genesis state space carry over into topos theory, p-adic geometry and noncommutative geometry. Each comparison is a test the framework has to pass in someone else's mathematics.

Why it matters

Independent mathematics is a cross-check: a structure that also holds in established theories is harder to dismiss than one that holds only in its own notation.