Evidences that Riemann Hypothesis is true


J.C. Perez-Moure

Departamento de Quimica Fisica, Facultade de Quimica

Universidade de Vigo ( Spain)

E-mail: jcpmou@uvigo.es


November 2004


 In this paper two evidences are added to the existing in the literature that the Riemann Hypothesis (RH) is true.

The first one shown that one approximated equation to the functional equation of the Riemann Zeta Function has probably all its non trivial zeros in the critical line Â(s)=1/2 .

A second evidence and more important is obtained from expanding in a Taylor Series the functional equation of the Riemann Zeta function expressed as a Fourier Transform. This evidence, as the word means, is not a rigorous mathematical proof but perhaps could be a way to prove the RH.




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   If someone or some Institution  are interested in give me  financial support to collaborate in theoretical telework research in the Riemman Hypothesis or in Mathematics applied to the Physical Chemistry or other Science fields, please contact with me.

    Curriculum Vitae


                                  I would like to thank Jose Antonio Martinez Comesanha for his help in computer  matters.                                

                                              I am grateful also to the personnel of the Department of Physical Chemistry of the University of Vigo

                                              for their help in my teaching and researching work.