mber 729, the 1 3 transition incidence matrix is M; = 44 and its Markov matrix is top row, 1/4, 3/4 0.25 0.75 and bottom row 3/5 , 2/5, i.e. Mrp = Ane Od . Matrix multiplication of Mz» by itself repeatedly is equivalent to tracking the temporal evolution of the transition matrix’s probabilities until