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A Proof of the Riemann's Hypothesis

Authors
  • Ech-chatbi, Charaf
Publication Date
Jun 11, 2019
Source
Kaleidoscope Open Archive
Keywords
Language
English
License
Unknown
External links

Abstract

We present a proof of the Riemann's Zeta Hypothesis, based on asymp-totic expansions and operations on series. We use the symmetry property presented by Riemann's functional equation to extend the proof to the whole set of complex numbers C. The advantage of our method is that it only uses undergraduate maths which makes it accessible to a wider audience.

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