Number Theory

    

Proof of Riemann Hypothesis

Authors: Toshihiko Ishiwata

This paper is a trial to prove Riemann hypothesis accordingto the following process.1. We make one identity regarding x from one equation that gives Riemannzeta function ζ(s) analytic continuation and 2 formulas (1/2+a±bi, 1/2−a ± bi) that show non-trivial zero point of ζ(s).2. We find that the above identity holds only at a = 0.3. Therefore non-trivial zero points of ζ(s) must be 1/2 ± bi because a cannothave any value but zero.

Comments: 26 Pages.

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Submission history

[v1] 2022-06-11 20:17:58
[v2] 2022-08-07 02:18:40
[v3] 2022-10-08 14:42:34
[v4] 2023-01-14 02:56:15
[v5] 2023-12-21 01:48:32

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