The Adelic Langlands Program: Riemann Zeros Derive Particle Masses

Logos Power Law Theory is a mathematical framework designed to calculate the masses of all Standard Model fermions using a precise power law formula. This theory relies on Riemann zeros and specific representation factors derived from finite algebra rather than arbitrary adjustable parameters. By using the known electron mass and the ratio between the first two Riemann zeros to establish a universal exponent, the model predicts the weights of leptons, quarks, and neutrinos. The documentation includes Python code that demonstrates how these theoretical predictions align closely with experimental data from the Particle Data Group. Ultimately, the source presents a self-consistent system where particle physics properties emerge from algebraic structures and mathematical constants.