Entropy 2001, 3(1), 12-26; doi:10.3390/e3010012
Article

An Elementary Derivation of The Black Hole Entropy in Any Dimension

Carlos Castroemail
Center for Theoretical Studies of Physical Systems, Clark Atlanta University, Atlanta, GA. 30314, USA
Received: 30 April 2000 / Accepted: 22 November 2000 / Published: 26 March 2001
(This article belongs to the Special Issue Recent Advances in Entanglement and Quantum Information Theory)
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Abstract: An elementary derivation of the Black Hole Entropy area relation in any dimension is provided based on the New Extended Scale Relativity Principle and Shannon's Information Entropy. The well known entropy-area linear Bekenstein-Hawking relation is derived. We discuss briefly how to derive the most recently obtained Logarithmic and higher order corrections to the linear entropy-area law in full agreement with the standard results in the literature.
Keywords: entropy; new relativity; Clifford oscillator; p-branes; black holes

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MDPI and ACS Style

Castro, C. An Elementary Derivation of The Black Hole Entropy in Any Dimension. Entropy 2001, 3, 12-26.

AMA Style

Castro C. An Elementary Derivation of The Black Hole Entropy in Any Dimension. Entropy. 2001; 3(1):12-26.

Chicago/Turabian Style

Castro, Carlos. 2001. "An Elementary Derivation of The Black Hole Entropy in Any Dimension." Entropy 3, no. 1: 12-26.

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