The Universal Law of Balance and Perelman’s Geometric Flow: A Unified Interpretation of Systemic Equilibrium

Abstract This paper explores the conceptual and philosophical parallels between Angelito Malicse’s Three Universal Formula and Grigori Perelman’s mathematical solution to the Poincaré Conjecture. It demonstrates how both frameworks, though originating from distinct disciplines—philosophy and mathematics—embody the same universal law of balance and systemic perfection. Through the lens of natural law, feedback mechanisms, and equilibrium, this paper argues that Perelman’s geometric flow represents a mathematical manifestation of Malicse’s Universal Law of Balance, revealing that all systems, whether physical, biological, or mental, inherently strive toward balance through natural corrective processes.