Unified Physics Through Discrete Pulsation Dynamics: The Autocorrelative Phase Identity

The Hanowski-Formalism establishes a normalized, dimensionless, and substitutional mathematical framework for non-local field dynamics, demonstrating that macroscopic spacetime structures merely emerge from the finite transduction inefficiencies of a classical observer, causing fundamental phase relations—originating from a discrete primordial pulsation—to be decoded incoherently. By treating the perceived metric as a secondary, imperfect manifestation of an underlying phase topology, core quantum phenomena—including superposition, non-local entanglement, and wave-particle duality—are systematically reformulated through the interaction of two fundamental, redefined parameters: Amplitude ($A$) and Wavelength ($\lambda$). We derive these states from localized resonance deviations based on unique phase-signatures, thus providing a relational mechanism that unifies gauge interactions without invoking coordinate-dependent structures. Furthermore, this paper establishes an observer-independent reference for information integrity, providing a fundamental mechanism for sub-metric transparency that formalizes the decoupling of phenomenological appearance from metric coordinates through an autocorrelative phase identity.