The 12D Spacetime Matrix: From Topological Dimensional Quanta to Experimental Mass Reduction

Abstract: This paper presents a comprehensive topological framework of a quantized, 12-dimensional spacetime, unifying classical relativistic kinematics with discrete geometric space structures. Based on the Lorentz transformation, it is demonstrated that avoiding vacuum Cherenkov radiation in faster-than-light kinematics (v>c) strictly requires an imaginary rest mass (m0=iμ), thus demanding a complementary imaginary coordinate space. The fundamental metric of this extended space is constructed from discrete, half-open intervals. Orthogonal dimensional quanta – defined by an empty intersection set (∅) and deterministic angular relationships (elementary angles) – serve as the elementary building blocks of reality. This purely geometric model enables the analytical derivation of established physical constants directly from topological degrees of freedom. Finally, the theoretical framework is applied to experimental physics: The model provides the kinematic mechanism for macroscopic mass fluctuations. Phenomena of weight reduction, based on dynamic nuclear orientation (the Alzofon effect), are mathematically formalized as RF-induced coherent transition states (resonance at 11 MHz within a 1.5 Tesla field) toward the imaginary axis, thereby rendering the theory subject to rigorous experimental falsification.