Collective Modes, Stable Supports, and Observation-Dark Subspaces in Deterministic Information Lattices introduces a deterministic framework for analyzing structural collective modes, finite-time stable supports, observation-dark subspaces, and receipt-bound sonification within graph dynamical systems. The manuscript establishes explicit claim boundaries, separates graph topology from dynamical evolution and observability, and presents a preregistration-ready experimental protocol for evaluating deterministic sonification workflows using the QSOL-IMC QEC and SPECTRAL software ecosystems. Rather than proposing a new physical theory, the paper develops a reproducible computational methodology for studying structured information through graph dynamics, canonical provenance, deterministic replay, and cross-modal rendering. The accompanying Zenodo record includes companion research artifacts, including deterministic document sonifications, spectrograms, rendering receipts, and associated media demonstrating the methodology described in the paper.
Trent Slade (Fri,) studied this question.