Application of martingale in the ruin probability of a generalized risk model 鞅在一类推广后风险模型破产概率中的应用
Ruin probability for the risk process perturbed by diffusion in a markovian environment 带干扰的马氏环境下的破产概率
Ruin probabilities in a discrete time risk model with a markov chain interest 具有相依利息率的离散时间保险风险模型的破产问题
The ruin probability of the risk model of time surplus with stochastic interest 完全离散二项风险模型下有限时间内的生存概率问题
A local theorem for ruin probability in the classical risk model perturbed by diffusion 带随机干扰经典风险模型破产概率的局部定理
On the ruin probability in the discrete risk model with stochastic interest rate 肝细胞生长因子对骨髓间充质干细胞生物学特性的影响
A laplace transformation method forevaluation of the ruin probability for risk model with diffusion 带扩散风险模型破产概率的拉普拉斯变换方法
In this paper , we investigate the asymptotic behavior for the ruin probability in the classical risk model 摘要本文研究经典风险模型中破产概率的渐近行为。
H . yang ( 1999 ) gets the non - exponential bounds for ruin probability with constant interest by use of martingale methods H . yang ( 1999 )对常利息率的离散时间风险模型利用鞅方法得到破产概率的非指数上界。
Some properties for a double type - insurance compound binomial risk model is given , and the formula of the ruin probability are obtained in this paper 摘要讨论了双险种的一般情形的复合二项风险模型，得出了最终破产概率公式。
