Hypatian Physics Lean4-Verified Framework Recursive Expansive Algebraic-Geometric Quantum Gravity, Particle Physics, and Cosmology

We present Hypatian Physics, a Lean4-verified framework that unifies quantum gravity, particle physics, and cosmology via a recursive algebraic-geometric formulation. Our approach formalizes fundamental structures such as recursive Jordan algebras, p-adic metric spaces, and recursive renormalization...

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Auteur principal:	Del Bel, Julian (21403013) (author)
Publié:	2025
Sujets:	Mathematical methods and special functions Algebraic structures in mathematical physics Mathematical aspects of general relativity Mathematical physics not elsewhere classified Combinatorics and discrete mathematics (excl. physical combinatorics) Fractal Geometry, Time Irreversibility, Quantum Entangle ment Entropy, Spacetime Phase Transition, Black Hole Thermodynamics Fractal Geometry; Yang-Mills Theory; Mass Gap; Topological Quantum Field Theory; Renormalization Group; Langlands Program Fractal geometry; Laplace operator; Sobolev space; spectral analysis; regu larity; multiscale phenomena Fractal Geometry; Langlands Program; Mass Gap; Yang-Mills Theory; Holographic Dimensionality Reduction Fractal geometry, Cartan formula, holographic emergence, string theory, non-local differential operators, fractal curvature recursive expansive dynamics Hypatian
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Hypatian Physics Lean4-Verified Framework Recursive Expansive Algebraic-Geometric Quantum Gravity, Particle Physics, and Cosmology

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