摘要
本文通过求二次效用函数的货币期望效用的最大值来确定自留额,认为索赔次数服从二元泊松分布,超额赔款再保险的保费按期望值原理进行计算。
The paper deals with the optimal excess of loss retention limits by maximizing the expected utility of wealth with respect to the quadratic utility function. The author holds that the number of claims is generated by a bivariate Poisson distribution. The premium calculation principle used for the excess of loss treaties is the expected value principle.
出处
《兵团教育学院学报》
2009年第4期29-31,共3页
Journal of Bingtuan Education Institute
关键词
超额再保险
期望效用函数
二次效用函数
二元泊松分布
相依风险
Excess of loss
Expected utility of wealth
Quadratic utility Function
Bivariate Poisson distribution
Dependent risks