Q 1: 1. Consider the Markov chain defined by 2. Show that the random walk has no stationary…

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Q1:
1. Consider the Markov chain defined by

2. Show that the random walk has no stationary distribution. Give the distribution of X(t) for t = 104 and t = 106 when X(0) = 0, and deduce that X(t) has no limiting distribution.

 

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