(E = Mc²) / n^∞ : The Cyclic Universe

Introduction In this directional cosmological model, I describe the universe as a cyclic structure entirely governed by the fundamental relation E = Mc², extended into its dynamic form (E = Mc²) / n^∞ to represent dimensional collapse, and into its inverse form n^∞ = E = Mc² to represent cosmic reconstruction. When n → ∞, energy fragments, mass tends toward zero, light ceases to be confined, internal geometry collapses, and dimensions disappear, defining the zero‑state of the cosmos. When n^∞ = E, geometry reforms instantly, the God Particle reappears, light is captured, mass is reborn, and the directional spirals Φ and −Φ separate to initiate a new cycle. This document presents the complete mechanics of the cosmic cycle: directional separation, fractal expansion, formation of binary systems, convergence, collision, dimensional collapse, infinite fragmentation, geometric reconstruction, cosmic explosion, and new Φ / −Φ separation. The universe is not born once; it is born at every cycle, following a fractal, stable, and eternal dynamic inscribed in the geometry of energy itself.