Functions and Analysis

    

The Riemann Hypothesis Proved

Authors: Marcello Colozzo

The Riemann hypothesis is proved through a theorem on the nature of points critics of the real part and the imaginary part u(x, y), v(x, y) of a holomorphic function having the same zeros of the Riemann zeta function. Precisely, the zeros of thesefunctions are saddle points, and furthermore in these points the partial derivatives of odd order. From this derives a system of infinite identities that are check if and only if the real part of the zeros of the zeta function is equal to 1/2.

Comments: 18 Pages.

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[v1] 2022-08-16 22:59:11

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