Q-Space: A Preikaphian Mathematical Framework Applied to the Underlying Structure of the Neutrino

This paper introduces a physics-oriented interpretation of the Preikaphian mathematical framework developed in earlier work. The system models physical structure using a sector-based geometry embedded within a tesseract manifold, allowing interactions between adjacent and disjoint sectors through defined coupling rules. Within this framework the neutrino is modeled as a paired configuration of empty three-dimensional sector spaces progressing through Q-space via gamma-mediated transitions. The resulting structure provides a geometric interpretation of neutrino oscillation behavior and suggests a broader method for representing physical systems across multiple analytical domains. The work is presented as a conceptual framework intended to organize relationships within physical systems rather than as a predictive numerical model.