单非保守零流出时Q过程爆发后的存活时间分布  

The Distribution of Lifetime of Q Process in Single Non-conservation State and Zero Exit Case after Explosion

作　　者：郭水霞[1] 杨向群[1] 

机构地区：[1]湖南师范大学数学系,长沙410081

出　　处：《应用概率统计》2003年第3期313-318,共6页Chinese Journal of Applied Probability and Statistics

基　　金：国家自然科学基金(批准号:10071019);湖南省自然科学基金(OOJJY2003)

摘　　要：单非保守零流出时的Q过程是一类具有特殊性质的Markov过程。它的非保守集H是单点集{a},它的Martin流出边界B_e是空集φ.a0>0,R=+∞的生灭过程就是它的特例。由于此类过程构造问题的彻底解决,本文在此基础上,研究了此类过程爆发后的存活时间分布、爆发就灭亡的概率等若干重要性质。The Q process in single non-conservation state and zero exit case is a Q process with special qualities: its non-conservative set H is a single-point set a, its Martin exit boundary Be is empty. 'For totally solution to the construction of such process, author studies the distribution of lifetime from explosion to the end of life, the probability of explosion which means the end of life, etc.

关 键 词：单非保守 零流出 爆发 存活时间 分布 寿命 

分 类 号：O657.71[理学—分析化学]