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May 8, 20260 citationsOpen Access

The Primordial Frustum Unified System (PFUS V18.0) Complete Consistency Proof of Banach Space, Symplectic Space, and Primordial Geometric Axioms

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ZWZhenmin Wang

Key Points

  • This work aims to create a unified cosmic system that addresses major issues in cosmology and physics through axiomatic principles.
  • Developed a unified theoretical model using 45° coaxial double-cone frustum geometry.
  • Abandoned classical assumptions such as initial singularity in favor of axiomatic postulates.
  • Employs rigorous deductions to ascertain the universe's deterministic dimensional evolution.
  • Successfully resolves the cosmic flatness puzzle and horizon uniformity paradox.
  • Addresses galaxy rotation velocity anomalies and clarifies dark matter and dark energy misconceptions.
  • Demonstrates logical compatibility between gravitation and quantum theory under new geometric axioms.

Abstract

Based on primordial ontological axiomatic postulates, this paper constructs a self-contained, axiomatically rigorous, geometrically unique, and logically closed unified cosmic system. Adopting the dynamically balanced structure of the 45° coaxial double-cone frustum as the sole intrinsic geometric form of the universe, this theory completely abandons the traditional initial singularity hypothesis and eliminates all artificially attached physical assumptions. The system rigorously resolves a series of core difficulties in modern cosmology and fundamental physics, including the cosmic flatness puzzle, horizon uniformity paradox, large-scale structure formation mechanism, galaxy rotation velocity anomalies, the long-standing physical ambiguity of dark matter and dark energy, and the fundamental logical incompatibility between gravitation and quantum theory. Under strict constraints of structural stability, topological closure, geometric uniqueness, and logical self-consistency, this paper rigorously deduces the unique deterministic dimensional evolutionary pathway of the universe: 1→5→11.

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Cite This Study

Zhenmin Wang (2026) studied this question.

synapsesocial.com/papers/69fd7fa1bfa21ec5bbf081d2https://doi.org/10.5281/zenodo.20050947
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