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Andric and Cramer's Conjectures. Mathematical Connections Between Number Theory and Some Sectors of String Theory

This is my new article on the connections between certain areas of number theory and some sectors of string theory. The title is:

On the Andric and Cramer's Conjectures. Mathematical connections Between Number Theory and Some Sectors of String Theory

Below the Abstracts

Abstract

In this paper we have described, in the Section 1 , some mathematics concerning the Andrica’s conjecture. In the Section 2 , we have described the Cramer –Shank Conjecture. In the Section 3 , we have described some equations concerning the possible proof of the Cramer’s conjecture and the related differences between prime numbers, principally the Cramer’s conjecture and Selberg’s theorem. In the Section 4 , we have described some equations concerning the p-adic strings and the zeta strings. In the Section 5 , we have described some equations concerning the -deformation in toroidal compactification for N = 2 gauge theory. In conclusion on tea Section 6 , we haves Described burdens possible Mathematical connections Between Various Sectors of string theory and number theory.

Link Article, to read in detail is:

http://150.146.3.132/1443/01/TN9.pdf
(In publicatio. - Submitted and Received from Electronic Journal of Theoretical Physics on March 22 2010)

Michele Nardelli