柯尔莫哥洛夫前进与后退方程 — 数学选择题
题目
设连续时间马尔可夫链的转移概率为 p_ij(t),转移速率矩阵 Q = ((-3,3),(2,-2))。则 p_00'(t) 的柯尔莫哥洛夫前进方程是:
A. p_00'(t) = -3p_00(t) + 3p_10(t)
B. p_00'(t) = -3p_00(t) + 2p_01(t)
C. p_00'(t) = -2p_00(t) + 3p_10(t)
D. p_00'(t) = -2p_00(t) + 3p_01(t)