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变化环境中带有随机控制函数的受控分枝过程的收敛速度(英文) 被引量:5

Convergence rates for a controlled branching process with random control functions in the varying environment
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摘要 研究变化环境中带有随机控制函数的受控分枝过程经过正规化后极限的收敛速度. In this paper, we investigate the convergence rate of the limit of a controlled branching process with random control functions in the varying environment after suitable normalization.
出处 《中国科学院大学学报(中英文)》 CAS CSCD 北大核心 2014年第2期160-164,共5页 Journal of University of Chinese Academy of Sciences
基金 Supported by NSFC of China(11171101,11171044) Key Laboratory of High Performance Computing and Stochastic Information Processing(HPCSIP,Hunan Normal University)(Ministry of Education of China) Open Fund Project of Key Research Institute of Philosophies and Social Sciences in Hunan Universities(12FEFM06) Hunan Provincial Natural Science Foundation of China(11JJ2001,13JJ6048) Research Fund for Doctoral Program of Higher Education of China(20104306110001) Planned Science and Technology Project of Hunan Province(2010fj 6036,2009fi3098) Scientific Research Fund of Hunan Provincial Education Department(12C0027,08C120,09C113,09C059)
关键词 受控分枝过程 随机控制函数 变化环境 controlled branching process random control function varying environment
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  • 1Sevast' Yanov B A,Zubkov A M. Controlled branching processes[J].Theory of Probability and its Applications,1974.14-24.
  • 2Zubkov A M. Analogies between Galton-Watson processes and (φ)-branching processes[J].Theory of Probability and its Applications,1974.309-331.
  • 3Bagley J H. On almost convergence of controlled branching processes[J].Journal of Applied Probability,1986.827-831.
  • 4Molina M,Gonzalezm,Mota M. Some theoreticalr esults about superadditivec ontrolled Galton-Watsonb ranchingp rocesses[A].Prague,1998.413-418.
  • 5Bruss F T. A counterpart of the Borel-Cantelli lemma[J].Journal of Applied Probability,1980.1094-1101.
  • 6Holzheimer J. (φ)-branching processes in a random environment[J].Zastos Mat,1984.351-358.
  • 7Molina M,Gonzalez M,Del Puerto I. On the class of controlled Branching process with random contolled functions[J].Journal of Applied Probability,2002,(04):804-815.
  • 8Gonzalez M,Molina M,Del PuertoSource I. On the geometric growth in controlled branching processes with random control function[J].Journal of Applied Probability,2003,(04):995-1006.
  • 9Gonzalez M,Molina M,Del Puerto I. On L2-convergence of controlled branching processes with random control function[J].BERNOULLI,2005,(01):37-46.
  • 10Yanev N M. Conditions for degeneracy of φ-branching processes with random φ[J].Theorey Prob Appl,1976.421-428.

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