[share_ebook] The quantum of area $ΔA = 8πl_P^{2}$ and a statistical interpretation of black hole entropy - K. Ropotenko - PDF - Free ebook download

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Posted on 2012-01-26, by nightbat.

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K. Ropotenko, <<The quantum of area $ΔA = 8πl_P^{2}$ and a statistical interpretation of black hole entropy>>
PDF

Abstract:

In contrast to alternative values, the quantum of area A = 8l2
P does not follow from the usual
statistical interpretation of black hole entropy; on the contrary, a statistical interpretation follows
from it. Namely, it is shown that if the number of microstates accessible to a black hole is to be an
integer and the black hole entropy is to satisfy the generalized second law of thermodynamics, the
entropy should be of the form SBH = 2 ·􀀀, where the number of microstates is 􀀀 = A/8l2
P . It
is argued that in this case the degrees of freedom associated with patches of area A = 8l2
P need
not be statistically independence, and so they need not be localized - they must be indistinguishable.






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