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May 20, 20260 citationsOpen Access

PFUSRC Prime Camp Geometry Special Issue The Fundamental Mathematical Framework of 11D Bicone Topology

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ZWZhenmin Wang

Key Points

  • This paper aims to establish a foundational framework for Prime Camp Geometry and its integration with 11D bicone topology.
  • Developed Prime Camp Geometry through geometric camp points and core structures like the 55 Camp Position System.
  • Integrated concepts from modern mathematics such as Riemannian geometry and dynamical systems.
  • Proposed a high-dimensional structure that unifies various mathematical frameworks.
  • Elevated the 11D bicone topology into a self-consistent structure.
  • Demonstrated the integration of prime numbers and geometric principles.
  • Established Prime Camp Geometry as a foundational component of the PFUSRC Ultimate Unified Theory.

Abstract

This paper establishes Prime Camp Geometry, the original foundational mathematical branch of the PFUSRC framework. It reconstructs the essence of prime numbers via geometric camp points, and proposes core structures including the 55 Camp Position System, Cone–Pyramid Duality, Three Main Camps, Inclusion Mechanism, and Unit Camp Point 1. Prime Camp Geometry elevates the 11D bicone topology from a weak numerical arrangement to a rigid, self-consistent, and geometrically necessary high-dimensional structure. It fully integrates modern mathematical systems including Riemannian geometry, symplectic geometry, unitary space, dynamical systems, and deep/shallow copying, while unifying continuum and discreteness, ontology and manifestation, prime numbers and geometry, high-dimensional topology and low-dimensional observation. As an independent mathematical treatise, this paper forms an irreplaceable mathematical foundation of the PFUSRC Ultimate Unified Theory.

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Cite This Study

Zhenmin Wang (2026) studied this question.

synapsesocial.com/papers/6a0d5114f03e14405aa9d67dhttps://doi.org/10.5281/zenodo.20272404
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