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ERGODIC THEORY AND DYNAMICAL SYSTEMS FROM A PHYSICAL POINT OF VIEW

机译:从物理角度看的电动力学理论和动力系统

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摘要

Ergodic theory and a large part of dynamical systems are in essence some mathematical modeling, which belong to statistical physics. This paper is an attempt to present some of the results and principles in ergodic theory and dynamical systems from certain view points of physics such as thermodynamics and classical mechanics. The significance of the variational principle in the statistical physics, the relation between classical approach and statistical approach, also comparison between reversibility in classical mechanics and irreversibility from statistical point of view are discussed.
机译:遍历理论和动力学系统的大部分本质上是一些数学建模,属于统计物理学。本文试图从诸如热力学和经典力学等物理学的某些观点介绍遍历理论和动力学系统的一些结果和原理。讨论了变分原理在统计物理学中的意义,经典方法与统计方法之间的关系,以及从统计角度比较经典力学中的可逆性和不可逆性。

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