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July 26, 2026Open Access

Chern-Simons Theory Links Topological Invariants to Black Hole Entropy — E8 Intelligence Research

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Authors

ACAndrew Stewart Caldin

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Implication

Finding shows the relationship between topological invariants and black hole entropy, suggesting a profound connection in theoretical physics.

Key Points

  • This research aims to explore the linkage between Chern-Simons theory, topological invariants, and black hole entropy.
  • Applied Chern-Simons action to connect topological concepts with quantum field theory.
  • Analyzed Wilson loops and knot polynomials in the context of black hole entropy.
  • Investigated the implications of Seifert manifolds and modular symmetry on these relationships.
  • Chern-Simons theory successfully links topological invariants to black hole entropy through mathematical formulations.
  • Wilson loop expectation values yield the Jones polynomial, contributing to black hole entropy calculations.
  • Seifert loops exhibit modular symmetry, indicating deeper relationships within quantum theories and gravitational contexts.

Cite This Study

Andrew Stewart Caldin (2026) studied this question.

synapsesocial.com/papers/6a65a825d3aea3239cd7895dhttps://doi.org/10.5281/zenodo.21525237
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