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广义分枝过程的强遍历性

Strong ergodicity and stochastic monotonicity for an extended class of branching processes
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摘要 在文 [1 ]的基础上 ,进一步讨论了广义分枝 This paper is devoted to studying an extended class of branching processes. The strong ergodicity and stochastic onotonicity for the processes are presented.
作者 吴群英
出处 《纯粹数学与应用数学》 CSCD 2002年第3期211-214,共4页 Pure and Applied Mathematics
基金 广西自然科学基金资助项目 (9912 0 0 8
关键词 强遍历性 广义分枝过程 随机单调性 extended branching process, strong ergodicity, stochastic monotonicity
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参考文献9

  • 1Chen R R. An Extended Class of Time-Continuous Branching Process[J]. J. Appl. Prob. 1997,34:14~23.
  • 2Asmussen S,Hering H. Branching Processes[M].Birkhauser,Basel. 1983.
  • 3Athreya K B,Neg P E. Branshing Processes[M]. Springer,Berlin. 1972.
  • 4Harris T E. Branching Processes[M]. Springer,Berlin. 1963.
  • 5Yamagato M. Some Results on Continuous Time Branching Process with State-Dependent Immigration[J]. J. Math. Soc. Japan 1975,17: 479~497.
  • 6Pakes A G,Tavare S. Comments on the Age Distribution of Markov Processes[J]. Adv. Appl. Prob.1981, 13:681~703.
  • 7Chen M F. From Markov Chains to Non-Equilibrium Particle Systems[M]. Singapore :World Scientific,1994.
  • 8Zhang H J, Lin X,Hou Z T. The Strong Ergodicity of Monotone Transition function[J]. Statistics and Probability, 2001,55: 63~ 69.
  • 9Zhang H J,Chen A Y. Stochastic Comparability and Dnal Q-Functions[J]. Journal of Mathematical Analysis and applications, 1999,234: 482 ~ 499.

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