Phase-Fiber Curvature and the Emergence of the Invariant Speed: A Geometric Extension of the Phase-Flow Coherence Framework

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1. Verfasser: Momose, Tetsuya
Format: Recurso digital
Sprache:Englisch
Veröffentlicht: Zenodo 2025
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author Momose, Tetsuya
author_facet Momose, Tetsuya
contents <p>This article extends the Phase-Flow Coherence framework by deriving the invariant speed c <br>from the finite curvature of the phase fiber. It is a direct companion to the geometric <br>derivation of the fine-structure constant α based on vacuum impedance. The result suggests <br>that the causal structure of spacetime is an emergent property of phase geometry, rather than <br>a fundamental postulate.</p>
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id zenodo_https___doi_org_10_5281_zenodo_17877085
institution Zenodo
language eng
publishDate 2025
publisher Zenodo
record_format zenodo
spellingShingle Phase-Fiber Curvature and the Emergence of the Invariant Speed: A Geometric Extension of the Phase-Flow Coherence Framework
Momose, Tetsuya
fine-structure constant
phase-flow coherence
fiber bundle
invariant speed
vacuum geometry
deterministic quantum mechanics
geometric physics, α, c
<p>This article extends the Phase-Flow Coherence framework by deriving the invariant speed c <br>from the finite curvature of the phase fiber. It is a direct companion to the geometric <br>derivation of the fine-structure constant α based on vacuum impedance. The result suggests <br>that the causal structure of spacetime is an emergent property of phase geometry, rather than <br>a fundamental postulate.</p>
title Phase-Fiber Curvature and the Emergence of the Invariant Speed: A Geometric Extension of the Phase-Flow Coherence Framework
topic fine-structure constant
phase-flow coherence
fiber bundle
invariant speed
vacuum geometry
deterministic quantum mechanics
geometric physics, α, c
url https://doi.org/10.5281/zenodo.17877085