The Universal Law of Balance and the Riemann Hypothesis: A Conceptual Bridge Between Nature and Mathematics

Abstract This paper explores the conceptual alignment between Angelito Malicse’s Universal Formula—comprising the Laws of Karma, Balance, and Interconnectedness—and the mathematical structure of the Riemann Hypothesis. While the Riemann Hypothesis concerns the distribution of prime numbers and the symmetry of the Riemann zeta function, the Universal Formula describes the natural laws that govern balance and feedback in all systems. This paper argues that both frameworks express the same universal tendency toward equilibrium between opposing forces, revealing a deep philosophical correspondence between nature and mathematics.