Number Theory

    

Comprehending the Euler-Riemann Zeta Function and a Proof of the Riemann Hypothesis

Authors: Marco Rolando Burgos Chambi

This paper will prove that the Riemann Hypothesis is true., based on the following statements: -The resulting value of the Euler-Riemann zeta function ζ(k) is the center of a spiral on the complex plane, where k ∈ C. -The center of this spiral when ζ(k) = 0, coincides with the origin of coordinates of the complex plane. -There exists a function related to this spiral, obtained from Bernoulli's sum of powers, which allows to calculate the zeta funtion.

Comments: 29 Pages.

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Submission history

[v1] 2022-05-27 02:00:30
[v2] 2022-06-04 23:50:04

Unique-IP document downloads: 713 times

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