Number Theory

    

The Riemann Hypothesis Proof

Authors: Isaac Mor

I am using eta function because it extends the zeta function from Re(s) > 1 to the larger domain Re(s) > 0. I am going to use eta function spiral and its behavior of convergent points on the complex plane to get two functions f(x) and g(x). Then I am going to show when those two functions are eqaul to zero the spiral is converging to zero as well. I will then show that non trival zeros appears only when h(x) eqaul to zero. And also when function q(x) is eqauls to zeta(2a) then eta(a+ix) is a non trival zero. Then I am going to do convergence tests on the critical strip to show that there are no zeros on the strip other then the criticl line.

Comments: everything is the same as it was i just added another observation from a different point of view on the last two pages

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Submission history

[v1] 2020-05-31 12:05:22
[v2] 2020-06-02 20:18:27
[v3] 2020-06-05 06:15:14
[v4] 2020-06-06 18:03:11 (removed)
[v5] 2020-06-07 12:36:20
[v6] 2020-06-08 03:49:55
[v7] 2020-06-24 02:41:51

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