Consider the 2 Ã 2 stochastic matrix where 0 (a) Show that is the steady-state vector for
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where 0 (a) Show that
is the steady-state vector for P.
(b) Show that PM converges to the matrix
by first verifying inductively that
for m = 1, 2,... (It can be shown that the sequence of powers P, P2, P3,... of any regular transition matrix converges to the matrix each of whose columns equals the steady-state vector for P.)
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