The ERIЯƎ Theory: Rotational Geometry and the Emergence of Schrödinger's Equation

This article presents a simulation based on Expansion 18 of the ERIЯƎ theoretical framework, modeling the emergence of the Schrödinger equation as a geometric projection of internal rotational coherence. Instead of treating the wavefunction as a probabilistic field, this model reconstructs it as a coherent rotational system evolving through phase interactions in a fluid-like medium. The simulation reproduces energy quantization, decoherence, Planck’s constant emergence, and known quantum transitions (e.g., Lyman-α) without any empirical constants. The results support the hypothesis that quantum laws are shadow projections of a more complete geometric reality governed by rotational topology. Source code: [https://github.com/DanBrasilP/ERIRE](https://github.com/DanBrasilP/ERIRE)