一类带移民的二次加权分枝模型
摘要
研究了一类带移民的二次加权马尔可夫分枝模型,得到了吸收概率的表达式,在排队网络、经济学和统计学等诸多领域中应用广泛。
出处
《统计与决策》
CSSCI
北大核心
2011年第17期162-163,共2页
Statistics & Decision
基金
国家自然科学基金资助项目(10771216
11071259)
参考文献7
-
1Pakes A.G. Expiosive Markov Branching Processes[J]:Entrance Laws and Limiting Behavior[J]. Adv.Appl.Prob., 1993,25.
-
2Chen A.Y., Li J.P., Remesh N.I. Uniqueness and Hitting Time of Weighted Markov bran-ching Processes[J]. Methodology and Compu-ting in Applied Probability,2005, 7.
-
3Li J.P. Markov Branching Process with I-mmigration and Resurrection [J]. Markov Pro-cesses and Related Fields, 2006, 12.
-
4Anderson W.J. Continuous-Time Markov Chains[M]. Berlin: Springer, 1990.
-
5Pakes A.G. Absorbing Markov Branching Processes with a State-dependent Immigration[J]. Adv.Proc.Appl.,1993,(48).
-
6张红霞,李树君.一类带移民的加权分枝过程的有关结论[J].黑龙江科技信息,2010(27):217-217. 被引量:3
-
7张红霞,李树君.一类带移民的二次加权马尔可夫分枝过程[J].科技经济市场,2010(3):15-15. 被引量:3
二级参考文献10
-
1Yamazato M.Some results on continuous time branching process with state-de-pendent immigration.J.Math.Soc.Japan, 1975 (17) :479- 497.
-
2Pakes A.G.Expiosive Markov branching processes:Entrance laws and limiting behavior.Adv.Appi.Prob., 1993 (25) :737 -756.
-
3Chen A.Y.,Li J.P.,Remesh N.I. Uniqueness and Hitting Time of Weighted Markov Branching Processes.Methodology and Computing in Applied Probability,2005 (7) :489 - 516.
-
4Chen A.Y., Li J.P., Remesh N.I. General Harris regularity criterion for non-linear Markov Branching Processes. Statistics and Probability Letter, 2006(76):446-452.
-
5Anderson W.J.Continuous-Time Markov Chains.Berlin:Springer,1990: 1-324.
-
6Li J.P.,Chen A.Y.Markov Branching Processes with Immigration and Resurrection.Markov Processes and Related Fields,2006(12):129-168.
-
7Yamazato M.Some results on continuous time branching process with state-de-pendent immigration.J.Math.Soc.Japan,1975,17:479-497.
-
8Anderson W.J.,Continuous-Time Markov Chains.Berlin:Springer.1990:1-324.
-
9Li J.P.,Chen A.Y.Markov Branching Processes with Immigration and Resurrection.Markov Processes and Related Fields,2006,12:129-168.
-
10张红霞,李树君.一类带移民的二次加权马尔可夫分枝过程[J].科技经济市场,2010(3):15-15. 被引量:3
-
1张红霞,李树君.一类带移民的加权分枝过程的有关结论[J].黑龙江科技信息,2010(27):217-217. 被引量:3
-
2宋明珠.一类随机环境中可逗留随机游动的吸收概率[J].重庆工商大学学报(自然科学版),2008,25(2):119-122.
-
3张文鹏,易媛.Dedekind和的部分和[J].自然科学进展(国家重点实验室通讯),2000,10(4):314-319.
-
4付职忠.利用结构信息二次加权问题[J].中国民航学院学报,1993,11(3):39-46.
-
5Huijie JI,Jinghai SHAO.First passage probabilities of one-dimensional diffusion processes[J].Frontiers of Mathematics in China,2015,10(4):901-916. 被引量:2
-
6贺艳峰,郭金保.Dirichlet L-函数的二次加权均值公式[J].延安大学学报(自然科学版),2005,24(1):3-6.
-
7任敏,张光辉.右半直线上依分布收敛独立随机环境中随机游动的吸收概率[J].山东大学学报(理学版),2013,48(1):93-99. 被引量:2
-
8郭亚军.动态综合评价的二次加权法[J].东北大学学报(自然科学版),1995,16(5):547-550. 被引量:29
-
9张红霞,李树君.带再生的碰撞分枝过程的吸收概率[J].数学理论与应用,2007,27(4):57-60.
-
10王文娟,唐加山.具有四条吸收边的对称随机游动的吸收概率[J].南京邮电学院学报,2000,20(2):71-74. 被引量:2