Published June 1, 2025 | Version v1
Preprint Open

Predictive Derivation of Newton's Gravitational Constant from First Principles in Phase Wave Determinism (PWD)

Authors/Creators

Description

A groundbreaking demonstration that Newton’s gravitational constant G can be derived from first principles—no empirical inputs—within a novel Phase Wave Determinism framework. By enforcing global phase quantization and conformal consistency, we fix the vacuum scalar ϕ0 and nonminimal coupling ξ=1/6\xi=1/6ξ=1/6, yielding Gtheory=6.6743×10−11. This self-contained approach also resolves longstanding issues—from wave-function collapse and entanglement paradoxes to black-hole singularities and quantum gravity unification—marking a true paradigm shift.

Call for feedback and endorsement:
This preprint has been uploaded to Zenodo to encourage early peer feedback and critical review. If you are an arXiv endorser in gr-qchep-th, or quant-ph and find this work meaningful, your support in enabling arXiv submission would be sincerely appreciated.

Correspondence:
Haneol Bak — haneri79@hanmail.net

Files

Predictive Derivation of Newton’s Gravitational Constant from First Principles in Phase Wave Determinism (PWD)(End2).pdf