The Recovery of the Deterministic Trajectory. A Structural Reinterpretation of Quantum Collapse within the MGQC Framework

This preprint develops a structural reinterpretation of quantum collapse within the Model of General Quasi-Coherence (MGQC). The article does not claim to replace standard quantum mechanics or to provide a completed physical theory. Its aim is more limited and foundational: to propose a mathematical and conceptual framework in which part of the apparent indeterminacy of measurement may be reconsidered as an effect of structural projection under a severely restricted observational regime. The paper introduces the quasi-number Q=(r,θ,τ,μ) as a structured state of magnitude, orientation, torsion, and structural accumulation, and studies a non-injective collapse map from a richer state domain to scalar visible output. On this basis, the article examines collapse multiplicity, apparent randomness, phase suppression, noncommutativity as structurally accumulated order-dependence, and a cautious fibered interpretation of the collapse architecture. It also discusses the distinction between geometric rank and internal structural richness in D1-, D2-, and D3-type regimes. The contribution of the preprint is foundational and structural rather than fully predictive. It is intended as a work in mathematical foundations and theoretical interpretation, and as part of an ongoing research program aimed at clarifying the relation between structured antecedent states, collapse, and visible measurement output. This preprint forms part of the Model of General Quasi-Coherence (MGQC) research program. The author publishes under the name Antonio Dominguez-Digat. Earlier records may appear under Antonio Domínguez, Antonio Dominguez, or Antonio Dominguez Digat.