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The real parts of the nontrivial Riemann zeta function zeros

Igor Turkanov

Abstract

This theorem is based on holomorphy of studied functions and the fact that near a singularity point the real part of some rational function can take an arbitrary preassigned value.

The real parts of the nontrivial Riemann zeta function zeros

Abstract

This theorem is based on holomorphy of studied functions and the fact that near a singularity point the real part of some rational function can take an arbitrary preassigned value.

Paper Structure

This paper contains 122 equations, 3 figures.