Unique Physically Anchored Cryptographic Theoretical Calculation of the Fine-Structure Constant {\alpha} Matching both the g/2 and Interferometric High-Precision Measurements

Abstract

The fine-structure constant {\alpha}, the dimensionless number that represents the strength of electromagnetic coupling in the limit of sufficiently low energy interactions, is the crucial fundamental physical parameter that governs a nearly limitless range of phenomena involving the interaction of radiation with materials. Ideally, the apparatus of physical theory should be competent to provide a calculational procedure that yields a quantitatively correct value for {\alpha} and the physical basis for its computation. This study presents the first demonstration of an observationally anchored theoretical procedure that predicts a unique value for {\alpha} that stands in full agreement with the best (~370 ppt) high-precision experimental determinations. In a directly connected cryptographic computation, the method that gives these results also yields the magnitude of the cosmological constant {\Omega}{\Lambda} in conformance with the observational data and the condition of perfect flatness ({\Omega}{\Lambda} + {\Omega}m=1.0). Connecting quantitatively the colossal with the tiny by exact statements, these findings testify that the universe is a system of such astonishing perfection that an epistemological limit is unavoidably encountered.