“…The matrix form is: P(t + ∆t) = P(t)P(∆t) (14) where the probability of the state i at time t pi(t) = P(X(t) = i), i = 1 ∼ 5, the state probabilities P(t) = (p 1 (t), p 2 (t), p 3 (t), p 4 (t), p 5 (t)), P(t + ∆t) = (p 1 (t + ∆t), p 2 (t + ∆t), p 3 (t + ∆t), p 4 (t + ∆t), p 5 (t + ∆t)).…”