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On Kendall's Conjecture for an Extended Birth-death Q-processes with Instantaneous State and Catastrophes 被引量:3

On Kendall's Conjecture for an Extended Birth-death Q-processes with Instantaneous State and Catastrophes
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摘要 A new structure with the special property that instantaneous state and catas-trophes is imposed to ordinary birth-death processes is considered. Kendall's conjecture forthe processes is proved to be right. A new structure with the special property that instantaneous state and catastrophes is imposed to ordinary birth-death processes is considered. Kendall's conjecture for the processes is proved to be right.
作者 WUQun-ying
出处 《Chinese Quarterly Journal of Mathematics》 CSCD 2004年第1期41-46,共6页 数学季刊(英文版)
基金 Supported by the Guangxi Science Foundation(0339071)
关键词 概率 统计 马尔可夫过程 猜想 假设 extended birth-death process instantaneous state Kendall's conjecture
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参考文献4

  • 1ZAHNG Han-jun.Uniquely determined properties for the birth-deathprocesses by O+-systems[].Economic Mathematics.1985
  • 2WU Qun-ying,ZHANG Han-jun,HOU Zhen-ting.An extended birth-deathQ-matrix with instantaneous state and Catastrophes(II)[].Chinese Annals of Mathematics.2003
  • 3ZOU Jie-zhong.Uniquely determined properties for the birth-deathprocesses with single instantaneous by O+-systems[].EconomicMathematics.1985
  • 4WU Qun-ying,ZHANG Han-jun,HOU Zhen-ting.An extended birth-deathQ-matrix with instantaneous state and catastrophes(I)[].Chinese annalsof Mathematics.2003

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