Continuum Coupling 'Theory' (CCT)

The document Continuum Coupling ‘Theory’ (CCT) constitutes the first consolidated formulation of the operator‑based ontology emerging from the geometric foundation of the Monistic Continuum Model (MCM). CCT establishes a strictly pre‑physical mathematical framework in which all interpretable structures arise from operator configurations acting on the single ontological entity of the MCM, the continuum 𝐷. By removing geometric, temporal, and material primitives, the CCT provides a coherent generative architecture in which structure, stability, and geometry emerge solely through operator coupling, algebraic relations, and tensor formation. The identification of rotational tensor configurations as the first stable emergent geometric forms demonstrates how mathematically defined operator interactions can produce robust, interpretable structures without relying on conventional physical assumptions. As Version 01 of the CCT series, this document serves as the official reference for the operator‑ontological layer of the MCM. It provides the conceptual, axiomatic, and structural basis for future extensions, including higher‑order emergence mechanisms, coupling spaces, and model‑building frameworks. The CCT thereby forms a bridge between the geometric ontology of the MCM and mathematically defined structures that allow formal correspondence to physical models, while remaining independent of physical time, dynamics, or spacetime primitives.