Unified Physics Through Discrete Pulsation Dynamics

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 fundamental phase relations of an underlying discrete pulsation, causing finite transduction inefficiencies within the classical observer. By treating the conventionally perceived metric as a secondary, imperfect manifestation of an underlying phase-pattern, 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, 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.