Problem 4. Consider the biased random walk on the 6-cycle where at each step the random walker turns one step anti-clock
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Problem 4. Consider the biased random walk on the 6-cycle where at each step the random walker turns one step anti-clock
Problem 4. Consider the biased random walk on the 6-cycle where at each step the random walker turns one step anti-clockwise with probability į and turns one step clockwise with probability : (a) Find the stationary distribution for this Markov chain. (b) Describe the transition probabilities of the time-reversed Markov chain. (c) Suppose X, is distributed according to the stationary distribution 7. What is the probability P+(Xn-2 =1) Xn = 1)? = -
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