The topology of essentially stochastic continuity and a branching point for the given non-homogeneous Markov processes are introduced.
从一般的非时齐马氏过程出发引入并讨论了基本随机连续拓扑和分枝点,证明了分枝点与基本随机连续函数的密切联系并给出了分枝点的充分必要条件。
About 82% of the branch point “A”s are situated in loops or.
约８２ ％ 的分枝点 Ａ 位于环区或环与茎的连接部位。