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Entropy of black hole
Entropy of black hole





Reference: “Estimation of the information contained in the visible matter of the universe” by Melvin M.

entropy of black hole

For two sub-systems separated by a surface the entanglement entropy is proportional to the area of the surface and depends on the UV cutoff, which regulates the. Practical experiments can now be used to test and refine these predictions, including research to prove or disprove the hypothesis that information is the fifth state of matter in the universe. The entanglement entropy is a fundamental quantity, which characterizes the correlations between sub-systems in a larger quantum-mechanical system. While the approach in this study ignored antiparticles and neutrinos and made certain assumptions about information transfer and storage, it offers a unique tool for estimating the information content per elementary particle. Vopson’s study also included derivation of a formula that reproduces accurately the well-known Eddington number, the total number of protons in the observable universe. In previous studies, Vopson postulated information is a fifth state of matter alongside solid, liquid, gas, and plasma, and that elusive dark matter could be information.

entropy of black hole

However, the precise physical significance of information remains elusive, but multiple radical theories contend information is physical and can be measured. Recent research sheds light on the ways information and physics interact, such as how information exits a black hole. “Even if not entirely accurate, the numerical prediction offers a potential avenue toward experimental testing.” “It is the first time this approach has been taken in measuring the information content of the universe, and it provides a clear numerical prediction,” said Vopson. Mathematician Claude Shannon, called the Father of the Digital Age because of his work in information theory, defined this method for quantifying information in 1948.

entropy of black hole

To produce the estimate, the author used Shannon’s information theory to quantify the amount of information encoded in each elementary particle in the observable universe as 1.509 bits of information. “There have been various attempts to estimate the information content of the universe, but in this paper, I describe a unique approach that additionally postulates how much information could be compressed into a single elementary particle.” “The information capacity of the universe has been a topic of debate for over half a century,” said author Melvin M. Quantum entropy of a black hole is a quantum generalization of the celebrated Bekenstein-Hawking area formula.







Entropy of black hole