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June 4, 20260 citationsOpen Access

Mathematics: Unary System, Prime Nodes, and the Interlayer Helical Domain

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ZWZhenmin Wang

Key Points

  • The research aims to formulate a mathematical framework that integrates various foundational claims and addresses significant mathematical conjectures.
  • Developed a mathematical framework structured around philosophical axioms and core claims.
  • Incorporated concepts such as the unary system and interlayer helical domain.
  • Formulated predictions related to the Riemann Hypothesis, Yang-Mills Mass Gap, and Hodge Conjecture.
  • Introduced seven core claims that unify rigidity and flexibility in mathematical reasoning.
  • Provided falsifiable predictions regarding major mathematical problems.
  • Established a structural equivalence within the unary system that relates to human understanding of mathematics.

Abstract

This paper presents the Mathematics component of the PFUSRC system, establishing a cosmic mathematical framework based on the Philosophical Axiom, the Unary system, prime nodes, and the Interlayer Helical Domain. It puts forward seven core claims including rigidity-flexibility unity axiom, structural equivalence of unary system, broken symmetry, dynamic and projected primes, interlayer helical domain governing mathematical laws, lower cone projection illusion of human mathematics, and provides falsifiable predictions and explanations for the Riemann Hypothesis, Yang-Mills Mass Gap, and Hodge Conjecture.

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Cite This Study

Zhenmin Wang (2026) studied this question.

synapsesocial.com/papers/6a211763d499ed480b1702aahttps://doi.org/10.5281/zenodo.20500584
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