2011Shuxue de shijian yu renshiRequires access

On Strong Laws of Large Numbers for Markov Chains in Markovian Environments

Jian Zhang

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Abstract

In this paper,the strong convergence for Markov chains in markovian environments are investigated by martingale convergence theorem and known inequalities.Strong laws of large numbers have been established.A class of results which have been known are the particular cases of the results of this paper.

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What this paper is about

In this paper,the strong convergence for Markov chains in markovian environments are investigated by martingale convergence theorem and known inequalities.Strong laws of large numbers have been established.A class of results which have been known are the particular cases of the results of this paper.

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Available abstract

In this paper,the strong convergence for Markov chains in markovian environments are investigated by martingale convergence theorem and known inequalities.Strong laws of large numbers have been established.A class of results which have been known are the particular cases of the results of this paper.

Key concepts: Markov chain, Law of large numbers, Markov process, Mathematics, Convergence (economics), Martingale (probability theory), Applied mathematics, Balance equation

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