This paper presents the Cascade Resonance Theory (KRT), a strictly deductive framework that unifies General Relativity and Quantum Mechanics by modeling the vacuum as a discrete, clocked 5-dimensional hyper-lattice (LKRT). By deconstructing the vacuum as a viscous manifold, KRT eliminates the need for free parameters and empirical fine-tuning in the Standard Model. Key results of this architecture include: • A 5σ resolution of the Hubble Tension: The discrepancy between early and late-universe expansion rates is identified as an artifact of volumetric d³ scaling between the CMB anchor (n=91) and the local observer interface (n=117). • Derivation of Fundamental Constants: h, G, α, e, and kB are derived as emergent hardware specifications resulting from topological saturation at the 207-bit cascade depth (n=207). • Resolution of the Muon g-2 Anomaly: The observed magnetic discrepancy is demasked as a 7th-harmonic metric feedback effect arising from the muon's specific processing level at n ≈ 124. 7. • Empirical Validation: Direct laboratory evidence is provided through the 78. 8 MHz phase-noise signature (Fukuda-resonance), representing the heterodyne beat of the discrete vacuum grid. This document serves as a foundational summary for the full monograph and establishes the mathematical basis for future Metric Engineering. Author: Manfred Alexander Häusler ORCID: 0009-0006-0371-1678
Manfred Alexander Häusler (Mon,) studied this question.