Resolving the Black Hole Singularity with Symbolic Modular Feedback

This work presents a simulation-based resolution of the black hole singularity using symbolic modular field dynamics derived from the Kuro Nova (KN) framework. By applying symbolic feedback and modular resonance to a collapsing field, we demonstrate that singularities can stabilize into bounded symbolic attractors rather than diverging.

The simulation evolves a symbolic field under gravitational-like pressure, KN feedback, and modular oscillation, resulting in a stable attractor loop, finite curvature behavior, and a symbolic evaporation echo analogous to Hawking radiation. Phase space and loop detection analysis confirm recurrence and information retention.

This paper is part of a broader symbolic field theory framework unifying AI cognition, quantum systems, and gravitational dynamics. All simulations are reproducible and described in the appendix. Figures and source code are provided.