Let X0,X1, . . . be the Markov chain with state space {1,2,3,4} and transition matrix
Suppose that the Xi forming the Markov chain of part ii) represent the location
on day i of a study of a gorilla moving randomly between 4 regions of a forest.
Write one sentence which explains the significance of the first coordinate
in the limiting distribution. Your answer should make sense to an intelligent
non-mathematician and should not use any special mathematical notation or
terminology.
thanks for any help.