Quantum Physics as Dynamic Space-Time Differential Calculus

Abstract

Eugene Machusky

For the first time, a unified quantum metric system has been developed analytically without any artifacts, such as m, s, and kg without measurements at all. Energy diagrams of Feynman are replaced by calculations of relative spacetime differentials. The main constants of quantum physics are, in fact, the dynamic gradients of the normal, halfnormal, log-normal and truncated normal distribution of the inverse radius of the pulsating spiral. Quantum physics as a whole is a logarithmically compressed two-dimensional image of the three-dimensional motion of wave fronts.

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