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A Real Approximation to Riemann Hypothesis

Publicada
Servidor
SciELO Preprints
DOI
10.1590/scielopreprints.7974

This work present the requisites to define ζ(s)\zeta(s) like an analytic function on real numbers; as well as a numerical evaluation made computationally to obtain criteria of convergence. By the other hand its discusses some algebraic identities to establish where the function zeta Riemann gives place to ζ(s)´=0\zeta(s)´ = 0.

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