Stationary probability in Markov

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mertcan
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Hi, initially you can examine in the attachment that when we multiply transition infinitely we have same rows, and we called them $$\pi$$ but without trying multiple times how do we know that this matrix converge ? Is there derivation of this ?? I really tried to find the some proofs but the only thing I found is this proof was made by Wolfgang Doeblin...
 
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