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April 19, 20260 citationsOpen Access

Charge-Entanglement Ontology: A Geometric Foundation for Emergent Forces, Spacetime, and Gravitational Waves The Principles of Geometric Relativity Paper 5

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JGJohn Robert Lamarr Greer

Key Points

  • The research aims to establish a minimal geometric framework that connects fundamental forces and emergent spacetime through charge polarity asymmetry.
  • Introduces a charge-entanglement ontology based on a dipole pair
  • Develops a geometric model for emergent forces and spacetime
  • Analyzes interactions through drainage flows and elliptical geometry
  • Reproduces general relativity and Standard Model physics at low energy levels
  • Predicts chiral gravitational-wave memory tails with precise phase offsets
  • Identifies locking levels affecting black-hole ring-down signatures
  • Suggests resonant low-energy transmutations and dark-matter candidates
  • Describes a conservative unification of forces based on geometric principles

Abstract

Charge-Entanglement Ontology: A Geometric Foundation for Emergent Forces, Spacetime, and Gravitational Waves The Principles of Geometric Relativity, Paper 5 We introduce the Charge-Entanglement Ontology, a minimal geometric framework that derives all fundamental forces, emergent spacetime, and relational time from a single primitive: irreducible charge polarity asymmetry realized as a +/− dipole pair. This asymmetry manifests as an elliptical “Alpha Void Tear” stabilized by vacuum pressure against centrifugal dipole circulation. All interactions emerge relationally from modulated drainage flows, with the locking level \( n \) and elliptical geometry controlling the hierarchy of forces. The ontology exactly reproduces general relativity and low-energy Standard Model physics in the weak-field, low-\( n \) limit, while generating sharp, falsifiable predictions at higher energies and locking levels—including chiral gravitational-wave memory tails with exact phase offsets, \( n \)-dependent black-hole ring-down signatures, resonant low-energy transmutations, quadratic magnetic time dilation, and high-\( n \) dark-matter candidates. The framework offers a scale-neutral, conservative yet predictive unification grounded in elliptical geometry and discrete locking dynamics.

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Cite This Study

John Robert Lamarr Greer (2026) studied this question.

synapsesocial.com/papers/69e472d8010ef96374d8eb7chttps://doi.org/10.5281/zenodo.19632474
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