Where are all the nontrivial zeros?

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in this chapter i will show a specific summation formula q(t) that when it's equal to ζ(2σ) it will give all the non trivial zeroes when ℜ(s)=σ
  1. Isaac Mor
  2. Riemann Hypothesis
  3. Riemann zeta
  4. Zeta Function
  5. Analytic Continuation
  6. non trivial zeros
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Комментарии
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If you're reading, you are non-trivial. Zero isn't valueless.

zesalesjt
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What? Is the reimann hypothesis proven?

andy-kgfb
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upon what publication or report is this based?

jcdavid
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I have read the vixra paper. What is the plan with that, its future? It can benefit from spell- and grammar-checking first of all, that should not cost too much effort.
If you want more than just a possibly solid vixra paper, then you are best served to seek the advice of someone who is familiar with mathematical exposition, since there are lots of missteps. Over-reliance on pictures, changes in colors and fonts, lack of declaration of variable and function types, inconsistent use of notation, insertion of unnecessary notes, remarks and exclamation signs, and more.
If you could manage to compose a version free of all such distractions, then you might have a chance to show your work to an expert and get a reliable opinion.

tommyrjensen
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This one gave me brain damage after some mind bending mathh

miranda
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you can solve it zeta of (1/2 + i14.13 ...) = 0.
I appreciate your response in advance

hipotesisderiemannderivada
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Damn is with the proof of Prof Dr. Louis de Branges de Bourcia ???-

michaelkoch