Technical Overview and System-Level Description of the Bouras 4D Geometry Method

This work presents the Bouras 4D Geometry Method, a foundational geometric and structural framework based on four-dimensional normalization principles. The method introduces a self-consistent mechanism for structural stability, volumetric doubling, and angular convergence, independent of specific implementations or applications. The document provides a system-level and technical overview of the method, defining its core axioms, mathematical relations, and normalization rules. The Bouras 4D Geometry Method serves as a unifying theoretical foundation that can support future developments in mathematics, physics, engineering, computational systems, and related scientific domains. This publication is intended as a foundational reference, establishing conceptual priority and methodological coherence for subsequent works, implementations, and applied research derived from the Bouras 4D Geometry Method.