Suppose a time-reversible markov chain has transition
Suppose a time-reversible Markov chain has transition matrix P and stationary distribution π. Show that the Markov chain can be regarded as a random walk on a weighted graph with edge weights w(i, j) = πiTij for all states i and j.
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suppose a time-reversible markov chain has transition matrix p and stationary distribution pi show that the markov
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a markov chain has transition matrixa show that the stationary distribution is pi 14 14 18 38b the markov chain can be
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