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March 10, 20260 citationsOpen Access

BCT Letter 20: General Relativity to All Orders from BCT Condensate Geometry

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MCMichel Robert Cabrié

Key Points

  • The aim is to show how full general relativity can be derived from BCT condensate geometry.
  • Applied the Jacobson-Parentani analogue gravity theorem
  • Derived the Einstein-Hilbert action from BCT conditions
  • Explored the implications of the Josephson coupling
  • Established general relativity as a consequence of BCT condenses geometry
  • Demonstrated that the stiff-condensate condition leads to the Einstein-Hilbert action

Abstract

We derive full general relativity to all orders from BCT condensate geometry using the Jacobson-Parentani analogue gravity theorem. The Einstein-Hilbert action emerges from the BCT stiff-condensate condition cₛ = c, which follows exactly from the Josephson coupling. This is a structural result establishing GR as a derived consequence of BCT, not a postulate.

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Cite This Study

Michel Robert Cabrié (2026) studied this question.

synapsesocial.com/papers/69af959570916d39fea4d56chttps://doi.org/10.5281/zenodo.18905870
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Also Consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

  1. 1BCT Letter 2: Maxwell, Dirac, and Einstein from a Single Quantum Fluid — Emergent Field Equations of the BCT Superfluid Vacuum2026
  2. 2Spectral and Geometric Derivation of the Gravitational Coupling in Grand Consistency Theory2026
  3. 3Cosmological General Theory of Relativity:A Consolidated Formulation with Verified Perturbative Structure2026
  4. 4BCT Letters Volume 8: Empirical Geometry — Letters 160–173 and Appendices AO2–AO32026
  5. 5BCT Letters Volume 8: Empirical Geometry — Letters 160–173 and Appendices AO2–AO32026