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Ergodicity and Steady-State-Equilibrium Conditions for Markov Chains.
CONNECTICUT UNIV STORRS DEPT OF ELECTRICAL ENGINEERING AND COMPUTER SCIENCE
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Generalized stationary Markov chains with denumberable state space are considered. For irreducible and aperiodic such chains, some sufficient conditions for ergodicity and steady state equilibrium are developed. The conditions for ergodicity are generalizations of previously proposed such conditions, and they are more tractable for certain applications. Author
APPROVED FOR PUBLIC RELEASE