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Eventological H-theorem

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  • Oleg Yu. Vorobyev

Abstract

We prove the eventological $H$-theorem that complements the Boltzmann H-theorem from statistical mechanics and serves as a mathematical excuse (mathematically no less convincing than the Boltzmann H-theorem for the second law of thermodynamics) for what can be called "the second law of eventology", which justifies the application of Gibbs and "anti-Gibbs" distributions of sets of events minimizing relative entropy, as statistical models of the behavior of a rational subject, striving for an equilibrium eventological choice between perception and activity in various spheres of her/his co-being.

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  • Oleg Yu. Vorobyev, 2018. "Eventological H-theorem," Papers 1809.08200, arXiv.org.
    • Handle: RePEc:arx:papers:1809.08200
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    File URL: http://arxiv.org/pdf/1809.08200
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