The rows of a markov chain transition matrix sum to one a
The rows of a Markov chain transition matrix sum to one. A matrix is called doubly stochastic if its columns also sum to one. If a Markov chain has a doubly stochastic transition matrix, show that its stationary distribution is uniform.
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the rows of a markov chain transition matrix sum to one a matrix is called doubly stochastic if its columns also sum to
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