Proposes Huake Philosophy deriving from an equation, revealing a unified worldview in mathematics and physics.
This paper proposes the "Huake Philosophy," a unified worldview derived from a single Diophantine equation 2π3ππ β2π3ππ=2 and its nine intrinsic constraints. Grounded in the ontological premise that "discrete precedes continuous," we demonstrate that the structure of natural numbers serves as the fundamental substrate of reality. We show that the "Huake Coordinate" of natural numbers is not merely a fingerprint in number theory but the generative source of integrable systems (including Lax pairs and the KdV equation) and the Riemann Zeta function. Within this framework, physics is reconstructed as a projection of mathematics in the low-energy regime, achieving a synthesis of Eastern and Western philosophies through mathematical structure. This work elucidates how a unified worldview encompassing number theory, mathematical physics, and cosmology emerges from a minimal set of axioms.
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Kang A. (2026) studied this question.
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