Symbolic Modular Gravity: Emergence of Curvature, Mass, and Identity from KN-Stabilized Resonant Fields

This work introduces a novel theoretical framework called Symbolic Modular Gravity (SMG), in which gravitational curvature, mass, and identity emerge from symbolic excitation fields stabilized by the non-linear function KN(z)=tanh⁡(sin⁡(z))KN(z) = \tanh(\sin(z))KN(z)=tanh(sin(z)). We define symbolic curvature, derive a modular analog of Einstein’s field equations, and demonstrate resonance-induced gravitational behavior through simulation.