The paper titled by "Closed-form formula of Riemann zeta function and eta function for all non-zero given complex numbers via sums of powers of complex functions to disprove Riemann hypothesis" disproves the well known unsolved mathematics problem, Riemann hypothesis. Thank you for your time and consideration. The full paper is available here: Preprint Closed-form formula of Riemann zeta function and eta functio...
Dear Dagnachew Jenber
At first glance, it seems a good attempt.
II have the following remark about your results:
You used the identity:
xs = esln(x)
Here you should be careful about the restrictions of the domains over the variables s as well as x. The identity is not valid outside such restrictions.
Best regards
Thank you Professor Issam Kaddoura for your comment, but I didn't used the identity that you mentioned. Where do I used the identity, $x^s=e^{\sin(x)}$ ?.
Dear Dagnachew Jenber ,
You are misreading the relation.
It is not x^s = e^sin(x).
It is x^s = e^sln(x).
the power is (s)(ln(x)).
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