Matter Resolution Through Orthogonal Mode Stabilization

This work presents a structure-first framework for matter as a resolution-bound configuration arising from constraint-induced reduction of accessible modes. The analysis introduces a criterion for matter resolution based on orthogonality, closure, and threshold-limited accessibility, and examines the structural conditions under which persistent configurations emerge.

The framework describes the evolution of systems under constraint as a progressive reduction in effective degrees of freedom, subject to continuity and phase-coherence requirements. Discrete states are interpreted as the outcome of structural selection processes rather than fundamental imposition.

Full theoretical and structural details are restricted pending further development.