Open Science Repository Mathematics

doi: 10.7392/openaccess.45011825


Non Trivial Zeros of Riemann´s Zeta Function


Alberto Durán Meza

University J. M. Vargas, Caracas, Venezuela


Abstract

In the following research work, we attempt to show, how and why Riemann´s Hypothesis is not false. Avoiding jargon and sophisticated mathematical terminology(whenever it´s possible)using basic concepts in complex Analysis, an indirect proof and classic results in numerical positive Series, likely convergence tests, Cauchy´s Theorem ,Cardinality and Cantorian set Theory.

Keywords: Egyptian fractions, indirect proof, complex zeros, Zeta function, Prime numbers.



Citation: Meza, A. D. (2014). Non Trivial Zeros of Riemann´s Zeta Function. Open Science Repository Mathematics, Online(open-access), e45011825. doi:10.7392/openaccess.45011825

Received: November 22, 2014

Published: December 1, 2014

Copyright: © 2014 Meza, A. D. Creative Commons Attribution 3.0 Unported License.

Contact: research@open-science-repository.com



Full text

Other options: cloud 2; cloud 3.

You don't have a PDF plugin, but you can download the PDF file.


Cite this paper

APA

Meza, A. D. (2014). Non Trivial Zeros of Riemann´s Zeta Function. Open Science Repository Mathematics, Online(open-access), e45011825. doi:10.7392/openaccess.45011825

MLA

Meza, Alberto Durán. “Non Trivial Zeros of Riemann´s Zeta Function.” Open Science Repository Mathematics Online.open-access (2014): e45011825.

Chicago

Meza, Alberto Durán. “Non Trivial Zeros of Riemann´s Zeta Function.” Open Science Repository Mathematics Online, no. open-access (December 01, 2014): e45011825. doi:10.7392/openaccess.45011825.

Harvard

Meza, A.D., 2014. Non Trivial Zeros of Riemann´s Zeta Function. Open Science Repository Mathematics, Online(open-access), p.e45011825.

Science

1. A. D. Meza, Non Trivial Zeros of Riemann´s Zeta Function, Open Sci. Repos. Math. Online, e45011825 (2014).

Nature

1. Meza, A. D. Non Trivial Zeros of Riemann´s Zeta Function. Open Sci. Repos. Math. Online, e45011825 (2014).


doi

Research registered in the DOI resolution system as: 10.7392/openaccess.45011825.


Submit an open review for this paper

Instructions

Main criteria reviewers should evaluate are: originality, sound methodology and data, following of universal ethical principles, scientific relevance and clear description of problems, hypotheses and results.

Names, affiliations of reviewers and personal contacts should be included at the end of the text.

Maximum text length is 10000 characters. Only serious, consistent and original reviews are accepted.



Creative Commons License
This work is licensed under a Creative Commons Attribution 3.0 Unported License.