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May 22, 2026Open Access

General relativity as an emergent theorem: the G2 auxetic equilibrium of the Klein quartic and the 14=14 identity We prove three theorems that together establish general relativity as an emergent theorem of the

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Authors

BJBharathi Jagadeesan

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Overview

Randomized trial establishes general relativity's emergence in the One-Octonion framework, suggesting new foundational insights.

Key Points

  • The aim is to show general relativity as an emergent theorem rather than a basic postulate within the One-Octonion framework.
  • Proved three theorems identifying key mathematical relationships and identities.
  • Demonstrated the correspondence of G2 symmetry with the Bianchi identity to ensure conservation laws.
  • Explored the implications of the factor 8π relating it to geometrical properties of the Klein quartic.
  • Established the identity 14=14 through group actions related to PSL(2,7) and the geometry of triangles within heptagons.
  • Found that the Einstein field equations are derived from unique consistency conditions within the framework.
  • Identified the cosmological constant Λ as a product of brane pre-stress mechanisms distinct from the auxetic equilibrium.

Cite This Study

Bharathi Jagadeesan (2026) studied this question.

synapsesocial.com/papers/6a0ff452d674f7c03778d971https://doi.org/10.5281/zenodo.20300415
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