The Collapse Mirror Theorem: A Structural Framework for Reversible Field Dynamics

This paper introduces the Collapse Mirror Theorem, a structural model for reversible field dynamics across gravitational, quantum, and emergent systems. Building on the previously defined collapse equation Σ = μ ⋅ ν ⁄ τ, the theorem defines a mirror transformation using a dimensionless scalar Ω, enabling directional reformation from collapse intensity (Σ) to reformation intensity (Σ★). The framework models identity continuity through recursive field properties—collapse resistance (μ), inertial memory (ν), and unresolved tension (τ)—offering a unified logic for structural emergence. Applications include planetary stability, stellar core reformation, and quantum decoherence thresholds. The paper provides dimensional consistency, a formal corollary, and direct integration with prior works.