Riemann Hypothesis proved
Résumé
We show a proof of the so-called Riemann Hypothesis (RH) stating that " All the non-trivial zero of the Zeta Function are on the Critical Line ". We prove the RH using the theory of " inner product spaces " I and l 2 Hilbert spaces, where is defined the " functional " (a,b), named scalar [or inner] product of the vectors a and b. The proof is so simple that we suspect that there could be an error that we are unable to find.
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