Discrete Geometric Relaxation and Vacuum Manifold Topology: Vindicating Chien-Shiung Wu's 1956 Beta-Decay Telemetry via Base-3 Scale Invariance

Standard continuous physical models rely heavily on asymptotic infinities, differentialapproximations, and statistical smoothing (discarding high-frequency variance clusters asexperimental noise) to maintain tractability. In this work, we demonstrate that suchmethods obscure the physical reality of vacuum stress. By re-evaluating Chien-Shiung Wu’sfoundational 1956 Cobalt-60 beta-decay telemetry through a discrete Taxicab (Manhattan)geometry governed by ternary state-space scaling (P = 3n−1), we prove that high-frequencyvariance clusters are authentic topological signatures of 3D chiral spatial extrusions snappingacross manifold thresholds into 2D flatland recording media. Furthermore, we formalize howthis discrete geometric framework translates directly into hardware execution via an iCE40FPGA bidirectional exciton-electron ebb-and-flow collimator, eliminating floating-pointinterpolation in favor of integer lattice carrier tracking.