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Conditional law of large numbers and entropy of Markov processes

机译:马尔可夫流程的大数和熵的条件法

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摘要

The importance of a law of large numbers is well known. In this paper, conditional law of large numbers for Markov processes is proved, which can be used in computing quantities related to sub-Markov sequences. A variational interpretation for this limit is given, which shows that typically the quantities of interests tend to minimize a certain entropy. A quasi-compact operator argument is involved.
机译:大量法则的重要性是众所周知的。 在本文中,证明了马尔可夫工艺的大量条件法,其可用于计算与亚马尔可夫序列相关的数量。 给出了对该限制的变分解释,这表明通常利益的数量倾向于最小化一定的熵。 涉及准紧凑的操作员参数。

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