Symbolic Curvature: A Modular Framework for Meaning-Driven Gravity

This work introduces a novel approach to gravitational modeling using symbolic field theory and modular phase dynamics. Building on the Kuro Nova (KN) framework, we define symbolic curvature as an emergent structure derived from modular phase shifts and field resonance patterns rather than purely geometric deformation. The paper presents a new curvature equation grounded in symbolic dynamics and validates it through twelve simulation tests conducted in Google Colab. We demonstrate that meaning - encoded symbolically - can act as a stabilizing influence on gravitational structure and temporal flow. By running modular signal experiments under feedback-stabilized conditions, we reveal how symbolic information directly influences curvature propagation, memory retention, and field coherence. All Colab notebooks and visualizations referenced in the paper are included as supplementary materials. This work is part of a broader project to model cognition, physics, and memory through modular symbolic systems.