Dear members,
I have read about some information on the Internet regarding the Lorentz contraction factor.
It can be said that photo-sphere is the most significant region of black holes in the Universe. For Lorentz contraction factor Beta on the photo-sphere it must hold
Beta = (1 - v ^2 / (c ^2) ) ^ (1/2) = 0.57735
Some sources suggest that it is the Euler-Mascheroni constant.
I am interested in the background or deduction of that factor, i.e., the previous expressions or analysis around that factor.
Best regards,
Carlos
Very interesting question. I am interested in knowing about it.
It would imply partially as I have been able to associate intuitively that the coefficients of Jensen polynomials and others species of numbers (being formal, other sets of elements) could define models of systems like the photoesphere in black holes. The number theory means that it could be the theory of all, the last theory used in physics, leading to understand why such important constants like the Euler-Mascheroni or the non-trivial zeros of the Riemann zeta function would back such phenomena, for example, the repetitive patterns on differential equations for macro and nano models.
I am interested in to know the blocks of then universe through the number theory itself,
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