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- Ruin probability, Multivariate compound Poisson risk model, Phase-type distribution, Association. 关键词:破产概率,多变量复合。
- The expression for the expected discounted dividend function was obtained in terms of those in the corresponding perturbed compound Poisson risk model without barrier. 用在没有分红策略下模型的函数，给出了期望折现分红函数的显示表达。
- classical compound Poisson risk model 经典泊松风险模型
- general compound Poisson risk model 双Poisson风险模型
- generalized compound poisson risk model 广义复合poisson过程
- double compound Poisson risk model 双复合泊松风险模型
- Poisson Risk Model for Claims with Mixed Exponential Distribution 理赔额服从混合指数分布的泊松风险模型
- general compourid poisson risk model perturbed by diffsion 带干扰的双Poisson风险模型
- We present a risk model with Poisson and Erlang (n) processes. 三.;引入一类具有Poisson过程和Erlang(n)过程的风险模型。
- Poisson risk model Poisson风险模型
- the compound poisson risk model 复合泊松风险模型
- compound Poisson risk model 复合Poisson风险模型
- Yuen, etc. and Shuanming Li etc. respectively in a risk model with Poisson and Erlang (2) processes and in the Erlang (n) risk model. Yuen,Junyi Guo和Xueyuan Wu研究的一类具有Poisson过程和Erlang(2)过程的风险模型下的相关结果的推广,也是Shuanming Li和Jose Garrido研究的Erlang(n)风险模型下的相关结果的推广。
- compound poisson risk models 复合泊松风险模型
- At present, the general methods to determine seismicity parameters in seismic risk model all emphasize to delete aftershocks.The reason is that the seismicity model used is Poisson model. 摘要目前通用的地震危险性模型在确定有关地震活动性参数时都强调删除余震，其理由是因为所应用的地震活动模型是泊松模型。
- This dissertion mainly study the Erlang(2) risk model perturbed by diffusion . 本学位论文主要研究带干扰的Erlang(2)风险模型。 讨论了破产前瞬间赢余分布,破产时赤字分布,以及破产前瞬间赢余和破产时赤字的联合分布等几个重要的量。
- Sparre Andersen risk model is put forward based on the classic risk model by E. Sparre Andersen风险模型是由E.
- Objective: To study a bivariate risk model with variable premium rate. 目的研究一类可变保费的双险种风险模型。
- The classical risk model and the Sparre Andersen model are introduced in the second one. 第二章介绍了经典风险模型及Sparre Andersen模型；
- For Sparre Andersen risk model, the discussion about it has been become more and more perfect. Yin(2002)将风险模型推广到一般的Erlang(n)风险模型，并证明了罚金折现期望满足一高阶的积分-微分方程。
