If (X()] and [Y(t)) are independent continuous-time Markov chains, both of which are time reversible, show that

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If (X()] and [Y(t)) are independent continuous-time Markov chains, both of which are time reversible, show that the process (X(t), Y(1)) is also a time reversible Markov chain.

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Introduction To Probability Models

ISBN: 9780125984706

6th Edition

Authors: Sheldon M. Ross

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Question Posted: Aug 31, 2024 08:02 AM

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If (X()] and [Y(t)) are independent continuous-time Markov chains, both of which are time reversible, show that

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Introduction To Probability Models

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