1.
Tail Probabilities of Dependent Risk Models for Heavy-tailed Random Variables
重尾场合下相依风险模型的尾概率问题
2.
Equivalence relation among the tail probabilities of weighted sums for negatively associated random variables with heavy tails
负相协重尾随机变量加权和的尾概率等价关系
3.
The Tail Probability of the Deficit for Double Compound Poisson Model;
双复合Poisson风险模型的赤字尾概率
4.
Precise Large Deviations and Asymptotics of the Tail Probability for Sums of Negatively Associated Random Variables with Heavy Tails;
负相协重尾随机变量和的精致大偏差及尾概率的渐近性
5.
The Convolutions of Non-identical Distributions and the Tail Probability for the Supremum of a Random Walk;
不同分布的卷积及一类随机动上确界的尾概率
6.
Highway Vehicle Rear-end Collision Probability Model and Simulation
高速公路车辆追尾概率模型及其仿真研究
7.
On upper bound inequality of tail probability for the supremum of a random walk
关于随机游动上确界的尾概率的上界不等式
8.
Finete-time Ruin Probability with Negatively Dependence Heavy-tailed Claims;
带负相依重尾索赔额的有限时破产概率
9.
Third-order Expansion of Ruin Probability in the Case of Second-order Regular Variation Tails;
二阶正规变化尾分布下破产概率的三阶展开式
10.
The Asymptotic Relationship for the Ruin Probability in the Classical Risk Model;
经典风险模型中关于破产概率的一个尾等价式
11.
Probability Behavior on Tail Weights and Convergence of a Bilinear Model;
双线性模型的尾部概率性质以及收敛性质
12.
An Asymptotic Relationship for Survival Probability in Renewal Risk Model Under Heavy-tailed Claims;
重尾索赔下更新风险模型生存概率局部估计解
13.
Development of Research on Ruin Probabilities of Heavy-tailed Distribution;
重尾分布破产概率研究的最新进展综述
14.
EQUIVALENT FORMS OF RUIN PROBABILITY IN RISK MODELS WITH PROCESSES BY DIFFUSION UNDER HEAVY-TAILED CLAIMS
重尾索赔下带干扰风险模型破产概率的等价式
15.
Second-Expansion of Ruin Probability With Regular Function Tails
正规变化尾分布下破产概率的二阶展开式
16.
Study of the Risk Model's Finite-Time Ruin Probability under Heavy-Tailed Claims
重尾分布下有限时间内风险模型的破产概率研究
17.
The Weakly Asymptotic Behavior for Ruin Probability within Finite Time in Renewal Model with NA Heavy-tailed Claims
负相协重尾索赔模型有限时破产概率的弱渐近性(英文)
18.
Calculation of Tail Probability Based on Central Limit Theorem and Chernoff Bound
基于切尔诺夫界和中心极限定理的随机变量和的尾部概率的估计