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Suppose that a Markov model has two different stationary distributions p and q. Show that, for any t such that 0 < t < 1,
Suppose that a Markov model has two different stationary distributions p and q. Show that, for any t such that 0 < t < 1, t p + (1 t) q is also a stationary distribution. Note that there are two things you have to show: first, that this is stationary and second, that it is a legitimate distribution
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