of Extreme Value about Entropy on Markov Chain in Random Environments
Abstract：As branches of stochastic process, Markov chains in random environments were developed in 1970s. They have deep realistic background and intensive application. In the study of Markov chains in random environments, we often make use of the relations of Markov chains in random environments and joint Markov chains. Based on the previous works, we study relations among Markov chains in random en- vironments, joint Markov chains and original course. In this paper, on the basis of previous work, we mainly discuss the Markov chains in random environments, entropy, dimension and the relevant definition. This relationship is used to discuss the inequality extreme value problem, and a conclusion is obtained.
Keywords：Markov chains in random environmententropyHausdorff dimensionpacking dimension
Publication Date：2012-01-01
Online Publishing Date：2025-08-15(First online date of this platform, not the publication date of the document)
Pages：4( 182-185 )