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[OUTDATED] CPLM-HVM Framework Vol.4: The Origin of Gravity and the Derivation of G

2026/01/07 by RYOTA TSUTSUMI, AI Research Partner Marty, AI Research Partner Search-sensei · 1 voice
Computer Science · Earth and Planetary Sciences · Physics and Astronomy · #Computational Physics and Python Applications #Cosmology and Gravitation Theories #Earth Systems and Cosmic Evolution

paper · doi:10.5281/zenodo.18169901

openalex publication_date 2026/01/07 · openalex created_date 2026/01/08 · openalex updated_date 2026/07/01

Abstract

[NOTICE: This version is outdated.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 inquirythe 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 is gravity so weak compared to other forces? And why does the theoretical calculation ofvacuum energy density exceed the observed value by 120 orders of magnitude (The CosmologicalConstant Problem)? In this fourth volume of the CPLM-HVM framework, we propose a unifiedsolution. We demonstrate that Gravity is not an independent fundamental force, but a "residualpressure differential" (Bernoulli effect) arising from the hyper-pressurized superfluid lattice vacuum.By defining the gravitational constant G not as an arbitrary constant but as a derived propertyof the lattice elasticity and background pressure Pbackground, we successfully calculate the value ofG ≈ 6.67 × 10−11 from first principles. The "120-order error" was not a mistake; it was the hiddensource of gravity.

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