Programme Results Papers Solved Tools Pipeline Media News 137 FAQs
Geometry & Algebra

Quantum Mechanics from the 600-Cell

DOI
10.5281/zenodo.18912388
Read full paper on Zenodo →

This paper provides the complete derivation of quantum mechanics from the spectral geometry of the 600-cell. The Schrödinger equation, the Born rule, Heisenberg uncertainty, and the superposition principle all follow from the structure of the 600-cell adjacency operator acting on coherence below the self-referential threshold. The Born rule P = |ψ|² is derived from the projection measure of the 600-cell's icosahedral symmetry — not postulated. The measurement problem is resolved: wave function differentiation occurs when coherence crosses the threshold at φ⁻¹, with no external observer required.

\[ P(|\psi\rangle \to |n\rangle) = |\langle n|\psi\rangle|^2 \leftarrow \text{600-cell projection measure} \]
Key Result
Complete derivation of quantum mechanics from 600-cell spectral geometry
Precision
Born rule derived — not postulated