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Matrix Applications: Markov Chains and Game Theory

Matrix Applications: Markov Chains and Game Theory

math.la.asu.edu

A Markov Chain with at least one absorbing state, and for which all states potentially lead to an absorbing state, is called an absorbing Markov Chain. Drunken Walk. 5 There is a street in a town with a De-tox center, three bars in a row, and a Jail, all

  Applications, Chain, Games, Matrix, Markov, Matrix applications, Markov chains and game

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