
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-qc, hep-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
quantum gravity, phase wave determinism, global topology, Weyl invariance, vacuum phase quantization, gravitational constant, topological defects, conformal coupling
quantum gravity, phase wave determinism, global topology, Weyl invariance, vacuum phase quantization, gravitational constant, topological defects, conformal coupling
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