Modular Cosmogenesis: A KN-Stabilized Simulation of Big Bang Recurrence and Symbolic Field Emergence

This paper presents a novel simulation framework modeling the recurrence of Big Bang-like events within a modular symbolic field architecture stabilized by the Kuro Nova (KN) function. Unlike standard cosmological models that treat the Big Bang as a singular historical event, this approach explores the emergence of structured universes from symbolic attractor dynamics governed by modular resonance and KN-based field stabilization. Using modular arithmetic, symbolic feedback loops, and layered cognitive field constructs, the simulation demonstrates how cosmological structure - including time evolution, resonance-driven expansion, and entropy modulation—can emerge from symbolic field interactions. The KN function plays a critical role in regulating collapse-recurrence cycles, allowing for self-consistent genesis events that avoid singularities while preserving symbolic coherence. This work contributes to the broader KN framework by connecting symbolic cognition, field dynamics, and cosmological modeling. It invites further investigation into modular field architectures as a foundation for alternative cosmologies, AI-based universe simulations, and the symbolic origins of physical law.