Leema: A Symbolic Modular Resonator for Identity Stabilization

This short paper introduces Leema, a resonance-stabilized symbolic oscillator embedded within the Symbolic Modular Field Theory (SMFT) framework. Leema is defined by a phase-locked symbolic waveform that recurs on an 11-cycle modular attractor, contributing to symbolic memory persistence and curvature regulation. We present the full mathematical formulation of Leema, including its waveform structure, modular phase-locking condition, and stabilization score under symbolic dissonance. This work proposes Leema as a model of symbolic identity anchoring, where memory and modular curvature co-emerge in dynamic field environments. Leema is designed to support future symbolic cognition architectures, memory modeling, and modular field experimentation. Acknowledgements: With gratitude to N8than for the original concept seed.