A Minimal Axiomatic Framework for FRLT Theory: Connecting Microscopic Null Groupoids to Macroscopic Coxeter Group Structures

This paper establishes FRLT Theory, a rigorous mathematical framework bridging microscopic null groupoids and macroscopic Coxeter groups. Utilizing C_2-graded spaces, Burnside semi-rings, Gauss-Manin flatness, and a holographic mirror isomorphism, we prove foundational conservation laws and categorical equivalence. This work is licensed under the Creative Commons Attribution 4.0 International (CC BY 4.0) license.