可列非齐次马氏链的绝对平均强遍历性质

Property of absolute mean strong ergodic for nonhomogeneous Markov Chains

研究了非齐次马氏链的绝对平均强遍历性,由于绝对平均强遍历性在马氏决策过程和信息论中有十分广泛的应用,许多学者在这方面做了大量的研究.得到了非齐次马氏链满足这种强遍历的两个充分条件.

This paper introduces the property of absolute mean strong ergodic for nonhomogeneous Markov Chains. Because the properties of absolute mean strong ergodic are widely used in Markov decision process and information theory, many scholars have made a lot of contributions in this field. Based on the achievement, the author obtained two sufficient conditions for nonhomogeneous Markoc Chains to meet this kind of ergodic.