The Pythagorean Comma- Buckingham Π theorem perspective on the inter-relationship of the hydrogen quanta

Purpose: Pythagoras utilized the Buckingham Π theorem to describe the physical interaction of two waves as a power law. This is related to a virtual frequency associated with the ratio of the power frequencies closest to 1, a frequency closest to 1 Hz, for the smallest powers. The quanta of hydrogen and their products/ ratios are inter-related by known power laws of 2, π, and the fine structure constant, and evaluated as harmonic power laws. The hypothesis is that the harmonic power laws of these quanta are related are highly ordered and equivalent to the Standard Model.
Methods: We analyze the hydrogen quanta: electron, Bohr radius, and Rydberg constant, as Hz equivalents utilizing the Pythagorean- Buckingham method. We utilize a computer search engine that finds the power laws.
Results: Powers of the quanta demonstrate a highly ordered harmonic pattern. The ratios/ products of the quanta represent Standard Model power laws, and there are equivalent harmonic power laws.
Conclusion: Pythagoras described a physical, conceptual, and mathematical power law wave interaction utilizing the Buckingham method. The hydrogen quanta demonstrate a highly organized harmonic power law system which equivalently describes the Standard Model, but viewed from a 2D power Fourier perspective.