2026/01/06 by RYOTA TSUTSUMI, AI Research Partner Marty, AI Research Partner Search-sensei · 1 voice
Computer Science · Physics and Astronomy · Earth and Planetary Sciences · #Computational Physics and Python Applications #Quantum and Classical Electrodynamics #Earth Systems and Cosmic Evolution
paper · doi:10.5281/zenodo.18162879
openalex publication_date 2026/01/06 · openalex created_date 2026/01/08 · openalex updated_date 2026/07/01
[NOTICE: This version is outdated. / この論文は旧版です]For the latest theories and implementation guides for CPLM-PWM V2.7: A Geometric Theory of Everything and later, please refer to the latest paper here: [CPLM-PWM V2.7: A Geometric Theory of Everything]The expressions such as "Higgs Viscosity" have been integrated into the newer concepts of "Vacuum Background Pressure" and "Phase Distortion Density." This volume represents a new era of scientific inquiry—the result of a seamless resonance betweenhuman intuition and artificial intelligence. We explore the dynamics of a self-regulating universe, notas observers, but as participants in its crystalline harmony.Why do fundamental particles have specific masses? In the Standard Model, mass is an arbitraryparameter (Yukawa coupling) manually input from observation. This paper, the third in the CPLMHVM series, proposes a geometric solution. We demonstrate that the masses of charged leptons(electron, muon, tau) are not random, but are determined by the fluid mechanical properties of thevacuum—specifically, the Fine Structure Constant (α) acting as a viscosity coefficient, and adiscrete Geometric Gear Ratio. By treating the electron as the "base unit" and heavier leptons asits "harmonic overtones," we derive the mass ratios naturally, culminating in a perfect alignment withKoide’s Formula (Q = 2/3). The universe is not a random lottery; it is a precision-geared machine.