The 5D Solitonic Geometry Framework Canonical Structure, Internal Audit, Parameter Governance, and Discriminating Predictions

This preprint is the canonical reference of the 5D Solitonic Geometry corpus publishedon Zenodo. It introduces no new results. Its purpose is to centralize, structure, and auditthe existing theoretical framework so that the corpus becomes fully readable, traceable, anddefendable under external scrutiny.The objective is threefold: (i) present a clearly defined minimal five-dimensional model(manifold, foundational metric principles, dynamical objects, and 5D→4D reduction logic); (ii)make explicit the logical architecture of the corpus and the dependencies between publications;(iii) provide an internal scientific audit covering hypotheses, parameter governance, stabilitystatus, and falsifiability via a table of discriminating predictions.The framework is based on a five-dimensional geometric manifold of the form M4×S1/Z6,where the compact fiber e is not merely an additional coordinate but the geometric origin ofwhat is perceived as energy in the four-dimensional projection. Matter is interpreted as geometry:elementary particles are five-dimensional solitons, i.e. localized and stable perturbationsof the 5D space, involving physical space (x, y, z), time as an intrinsic material component,and the compact fiber e.