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Algorithmic entropy, thermodynamics, and game interpretation

Published 1 May 2011 in cs.IT, math-ph, math.IT, math.LO, math.MP, and math.PR | (1105.0208v1)

Abstract: Basic relations for the mean length and algorithmic entropy are obtained by solving a new extremal problem. Using this extremal problem, they are obtained in a most simple and general way. The length and entropy are considered as two players of a new type of a game, in which we follow the scheme of our previous work on thermodynamic characteristics in quantum and classical approaches.

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