The mathematical theory of black holes. Mathematical connections with some sectors of String Theory and Number Theory
Abstract
In this paper we have described in the Section 1, some equations concerning the stellar evolution and their stability. In the Section 2, we have described some equations concerning the perturbations of Schwarzschild black-hole, the Reissner-Nordstrom solution and the Schwarzschild geometry in D = d + 1 dimensions. Furthermore, in these sections, we have showed the mathematical connections with some sectors of Number Theory, principally with the Ramanujan’s modular equations and the aurea ratio (or golden ratio)
In this paper we have described in the Section 1, some equations concerning the stellar evolution and their stability. In the Section 2, we have described some equations concerning the perturbations of Schwarzschild black-hole, the Reissner-Nordstrom solution and the Schwarzschild geometry in D = d + 1 dimensions. Furthermore, in these sections, we have showed the mathematical connections with some sectors of Number Theory, principally with the Ramanujan’s modular equations and the aurea ratio (or golden ratio)
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Michele Nardelli
E' sempre un piacere scorrere i suoi lavori e apprezzarne il valore.
RispondiEliminaPurtroppo non sono un fisico e mastico poco l'inglese.
Intanto Le auguro conferma e successo, negli ambiti giusti, di quanto va producendo con tanta professionalità.
A risentirLa presto.
Con molta stima
alfonso vocca
Dear Dr Nardelli,
RispondiEliminaThank you for sending me your new paper. Black holes are an interesting subject. It's nice that you have considered it.
B. Dragovich