Flexion Space Theory V1.0

Flexion Space Theory (FST) defines the geometric, topological, and temporal space in which a structure exists, evolves, and collapses. Unlike classical physical spaces, Flexion Space is a dynamic manifold generated by a system’s internal state through deviation (Δ), energy (Φ), memory (M), and contractivity (κ). The theory formalizes structural geometry, viability domains, collapse boundaries, and temporal fields, forming the spatial foundation of the Flexion Framework.