Tarski Axioms for Geometry
Tarski's axioms for Euclidean geometry (betweenness + congruence) are earned inside Category τ from the ultrametric structure of the orbit space. Geometry …
Mathematics
Structural support result
GEO
Book II
Public
Manuscript
Kernel
In plain language
Tarski's axioms for Euclidean geometry (betweenness + congruence) are earned inside Category τ from the ultrametric structure of the orbit space. Geometry …
Overview
Tarski’s axioms for Euclidean geometry (betweenness + congruence) are earned inside Category τ from the ultrametric structure of the orbit space. Geometry is not imported — it is derived.
Result Statement
Tarski axioms earned from ultrametric orbit structure. Geometry derived, not imported. Status: Internally addressed.