ZEGA: THE SWISS ARMY KNIFE

The discussion that is having with the Riemann Hypothesis, in current times, no longer has convalescence. It no longer makes sense to analyze the Complex Plan with Prime Numbers.





With the Zega function, named in honor of Riemann's Zeta, a function to which I attribute all originality - creation rights reserved - from now on, for those who can argue any attempt at Plagiarism, in full "birth", I understand that it is time to reflect more on the applicability.


The Complex Plan is actually something very intriguing, and after several calculations of tau number ratios, the imaginary key part of the function began to make sense. Having checked several modules and dissolved several roots was crucial. The work is just beginning, the Zega function makes room for a lot of work in Applied Mathematics, several new fields of research are available.


The scalability and harmony of a sum that zeroes the result in the course of natural increases, is something that really denotes subtlety for Zega who proposes, as soon as he recognizes himself, as a Swiss Army knife for problem solving.





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