Number Theory


On Non-Trivial Zero Point

Authors: Toshiro Takami

In the Riemann zeta function, when the value of the nontrivial zero is zero, the value of the real part of the function is negative from 0 to 0.5, but the value of the real part of the function is 0.5 to 1 I found it to be positive. We also found that the positive and negative of the imaginary part also interchanged with the real part 0.5. This tendency is seen as a tendency near the non-trivial zero value, but becomes less and less as it deviates from the non-trivial zero value. We present and discuss the case of four non-trivial zero values. This seems to be an important finding and will be announced here.

Comments: 39 Pages.

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Submission history

[v1] 2019-07-12 23:13:57
[v2] 2019-07-24 01:12:26
[v3] 2019-07-25 07:13:55

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