Quantum Gravity and String Theory

    

The Dual Nature of Bekenstein-Hawking Entropy

Authors: Bernard Riley

If the Bekenstein-Hawking entropy of a black hole is expressed as Bekenstein’s area quantum 8pi multiplied by a power of 2, then exponents of 2 that are multiples of precisely 50 are found for particular black holes of well-defined mass, and for the Hubble sphere. Motivated by T-duality, the analysis is extended to particles. Exponents calculated for the particles of the Standard Model lie in symmetric arrangement about the number 125, which is the exponent found for the lightest tensor mesons. Exponents that are multiples or simple binary (improper) fractions of 25 are favoured.

Comments: 8 Pages.

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[v1] 2016-07-20 07:59:33

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