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On the Entropy Flows to Disorder

机译:熵流向紊乱

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摘要

Gamma distributions, which contain the exponential as a special case, have a. distinguished place in the representation of near-Poisson randomness for sta-tistical processes; typically, they represent distributions of spacings between events or voids among objects. Here we look at the properties of the Shannon entropy function and calculate its corresponding flow curves, relating them to examples of constrained degeneration from ordered processes. We consider univariate and bivariate gamma, and Weibull distributions since these also include exponential distributions.
机译:伽玛分布包含指数作为特殊情况,具有一个。在近泊松随机性的代表中的区分位置进行STA-TINCE过程;通常,它们代表物体之间的事件或空隙之间的间距的分布。在这里,我们看看Shannon熵函数的属性并计算其对应的流曲线,将它们与来自有序过程的受约束退化的示例相关联。我们考虑单变量和双核酸伽玛,而威布尔分布,因为这些也包括指数分布。

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