Structural Duality and Invariant Identity Across Disciplines

This paper presents a formal framework for cross-disciplinary unification based on the structural relation (0 ↔ ∞) = 1. It argues that systems approaching the limits of total collapse (0) and total expansion (∞) reveal a persistent invariant identity (1). By mapping this pattern across 52 diverse domains—including quantum mechanics, thermodynamics, Gödelian logic, and theology—the author demonstrates that competing "Theories of Everything" often describe the same underlying structural invariant using different coordinate vocabularies. The work concludes that unification is a process of translation rather than discovery, necessitated by the logical requirements of any complete system.