Structural Emergence of Physical Observables, Boundary Dynamics, Latent Memory, and Cosmological Signatures

This work develops a structural framework in which physically interpretable observables emerge from a pre‑physical relational system without invoking dynamics, metric geometry, or quantum fields. A boundary forms when an informational density field reaches structural saturation on a pregeometric support that carries latent combinatorial asymmetry inherited from a truncated four‑simplex. Boundary refinement under minimal coherence constraints produces stable structural partitions whose projections give rise to effective geometry, emergent time ordering, and large‑scale cosmological signatures. The framework distinguishes structural necessities from interpretative correspondences and offers a non‑dynamical account of observable phenomena rooted in boundary behavior and latent combinatorial memory.