RAMANUJAN-NARDELLI MOCK GENERAL FORMULA THAT LINKED MASS, TEMPERATURE AND RADIUS OF A QUANTUM OR SUPERMASSIVE BLACK HOLE TO AN APPROXIMATION TO ϕ AND ζ(2)


In Figure we have showed that as the reciprocal (or counterpart) of the golden ratio exists, there is also the counterpart of a black hole (white hole). Therefore it is mathematically possible to prove the symmetry between them. Furthermore, it is important highlight that the Ramanujan-Nardelli mock formula is ALWAYS valid and not only for the physical parameters of quantum black holes, but also for those of supermassive black holes as SMBH87.

Nella figura abbiamo mostrato che come esiste il coniugato del rapporto aureo, vi è anche il reciproco di un buco nero, cioè un buco bianco. Quindi è matematicamente possibile provare la simmetria tra di essi. Inoltre è importante evidenziare che la Ramanujan-Nardelli mock formula è SEMPRE valida e non soltanto per i parametri fisici (massa, raggio e temperatura) dei buchi neri quantistici, ma anche per quelli dei buchi neri supermassicci come il buco nero scoperto e fotografato SMBH87.

Abstract

The two papers in the following links, concerning the mathematical connections between some developments of Ramanujan’s Mock Theta Functions, some sectors of Particle Physics, and black holes physics. We observe principally that the values of the entropies, from which we get mass, radius and temperature that, by a formula that we have developed, provide ALWAYS results that, in our opinion, are interesting and significant, because are very closed to the mathematical constant Phi (golden ratio), the reciprocal and ζ(2)
 


Per chi volesse approfondire, rimandiamo ai seguenti links:

These are the links: 

http://vixra.org/abs/1909.0176

http://vixra.org/abs/1909.0305





Commenti

Post popolari in questo blog

Cosa c’era prima del Tempo di Planck? Una possibile Teoria Unificata sull’origine dell’Universo e sull’Unificazione delle Forze.