Grinstead-Snell-Probability · Problem 11.4.6

Markov Chains

Mathematics · regular-chain-fixed-vector-positive-entries

Problem

Let P\mathbf{P} be a regular transition matrix and let w\mathbf{w} be the unique non-zero fixed vector of P\mathbf{P}. Show that no entry of w\mathbf{w} is 0.

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