Zeta potential theory pdf




















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To browse Academia. Log in with Facebook Log in with Google. Remember me on this computer. Enter the email address you signed up with and we'll email you a reset link. Need an account? Click here to sign up. Download Free PDF. Further mathematical connections with some sectors of string theory Rosario Turco. A short summary of this paper. Download Download PDF. Translate PDF. Further mathematical connections with some sectors of string theory. Angelo, Via Cintia Fuorigrotta , Napoli, Italy Abstract In this work the authors reproduce and deepen the themes of RH already presented in [25] [26], explaining formulas and showing different "special features" that are usually introduced with the theorem of prime numbers and useful to investigate further ways.

In the Chapter 4, we have described also some mathematical arguments concerning the zeta strings and the p-adic and adelic strings. In conclusion, in the Chapter 5, we have showed the possible mathematical connections between some equations regarding the Chapter 4 and some equations of the Riemann Hypothesis here presented. The authors thank all readers, if they will return a feedback on this paper.

The authors show that this conjecture is true. The proof is based on two theoretical remarks. In a multiplicative problem they are better. The 9 gives a very precise description of the error in the approssimations 7 , and, more important, it relations the estimation of this error to the location of the nontrivial zeros. The eq. The second part of b derives from 14 and for every meromorphic function the zeros are real or are introduced in conjugated couples.

Then exists a whole function f s with zeros with prescribed multiplicity in correspondence of these complex numbers. If we use the RH, i. This means that the area of search of the zeros symmetrical widens to farr to increase of T but also always remaining inside the critical strip excluded the confinements.

Let f a meromorphic function in a domain and inside a contour C simply closed and positively directed, such that f is analytical and not nothing on C.



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