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Generalized Markov interacting branching processes 被引量:2
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作者 Junping Li anyue chen 《Science China Mathematics》 SCIE CSCD 2018年第3期545-562,共18页
We consider a very general interacting branching process which includes most of the important interacting branching models considered so far. After obtaining some key preliminary results, we first obtain some elegant ... We consider a very general interacting branching process which includes most of the important interacting branching models considered so far. After obtaining some key preliminary results, we first obtain some elegant conditions regarding regularity and uniqueness, Then the extinction vector is obtained which is very easy to be calculated. The mean extinction time and the conditional mean extinction time are revealed.The mean explosion time and the total mean life time of th, processes are also investigated and resolved. 展开更多
关键词 分叉 交往 爆炸时间 平均数 扑灭 向量
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加权Markov分枝过程的上穿/下穿性质
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作者 李彦芸 李俊平 陈安岳 《中国科学:数学》 CSCD 北大核心 2022年第4期433-446,共14页
本文考虑具有吸收态的加权Markov分枝过程的上穿/下穿性质,对给定的穿越范围,得到穿越次数的联合概率分布.特别地,本文给出Markov分枝过程在吸收之前死亡总数的概率分布,同时给出MX/M/1排队系统在一个忙期内服务总顾客数和固定批量到达... 本文考虑具有吸收态的加权Markov分枝过程的上穿/下穿性质,对给定的穿越范围,得到穿越次数的联合概率分布.特别地,本文给出Markov分枝过程在吸收之前死亡总数的概率分布,同时给出MX/M/1排队系统在一个忙期内服务总顾客数和固定批量到达总数的联合概率分布. 展开更多
关键词 加权Markov分枝过程 下穿 上穿 联合概率分布
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A new approach in analyzing extinction probability of Markov branching process with immigration and migration
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作者 anyue chen Xiliu LI HoMing KU 《Frontiers of Mathematics in China》 SCIE CSCD 2015年第4期733-751,共19页
We use a new approach to consider the extinction properties of the Markov branching process with immigration and migration recently discussed by Li and Liu [Sci. China Math., 2011, 54: 1043-1062]. Some much better ex... We use a new approach to consider the extinction properties of the Markov branching process with immigration and migration recently discussed by Li and Liu [Sci. China Math., 2011, 54: 1043-1062]. Some much better explicit expressions are obtained for the extinction probabilities of the subtle super-interacting case. 展开更多
关键词 Markov branching processes INTERACTION extinction probability
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