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April 29, 2026Open Access

A Rigorous Mathematical Proof of the Uniqueness of Spacetime Dimension in YuanXian Theory: Why the Universe Must Be 64-Dimensional

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Authors

ZAZhenyuan Acharya

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Overview

Rigorous proof confirms that the universe adheres to a unique 64-dimensional spacetime model, indicating structural necessity.

Key Points

  • To rigorously prove the uniqueness of a 64-dimensional spacetime in YuanXian Theory through mathematical standards.
  • Defined a YuanXian Spacetime Category for analyzing n-dimensional manifolds.
  • Proved that n < 64 leads to insufficient information capacity; n > 64 fails to meet required topological properties.
  • Demonstrated that only T^64 satisfies all mathematical conditions for compact, orientable manifolds.
  • Established that n = 64 is the only dimension allowing for a zero Euler characteristic.
  • Confirmed that T^64 is the unique compact manifold meeting all axiomatic requirements of the theory.

Cite This Study

Zhenyuan Acharya (2026) studied this question.

synapsesocial.com/papers/69f1a08eedf4b4682480722dhttps://doi.org/10.5281/zenodo.19805815
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