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Dissertation Chapters | Mathematics | Oman | Volume 9 Issue 3, March 2020
The Consequence of the Analytic Continuity of Zeta Function Subject to an Additional Term and a Justification of the Location of the Non-Trivial Zeros
Jamal Y. Mohammad Salah
Abstract: We review two main results of Riemann Zeta function; the analytic continuity and the first functional equation by the means of Gamma function and Hankel contour. We observe that an additional term is considered in both results. We justify the non-trivial location of Zeta non-trivial zeros subject to an approximation.
Keywords: Riemann Hypothesis, Analytic Continuity, Functional Equation, Hankel Contour
Edition: Volume 9 Issue 3, March 2020,
Pages: 1566 - 1569
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