Goldbach-Riemann and Theory of Everything

Abstract

Goldbach conjecture and Riemann Hypothesis are two of the hardest mathematical problems that we have to solve in order to understand the true nature of prime numbers and the reason of their existence. The purpose of this study is not only to solve these problems but to make a step further and connect them with the nature of quantization and the Hierarchy problem through Montgomery-Odlyzko law. By using completely new mathematical formulas about the distribution of prime numbers until an even integer N and giving a new geometrical approach to Riemann hypothesis, this paper will open a new road for our perception about reality.