作　　者： (孙宗岐）; (吴静）;

机构地区： 西安思源学院高数教研室,陕西西安710038

出　　处： 《甘肃科学学报》 2017年第4期137-141,共5页

摘　　要： 研究索赔次数为复合Poisson-Geometric风险下索赔额的一种修正分布的保险混合分红问题,运用动态规划原理建立了混合分红函数满足的HJB方程,通过求解HJB方程得到了其显式解,最后用数值算例分析了偏离系数对混合分红的影响,对保险资金的管理具有一定的指导意义。 In order to study that the number of claims was a kind of insurance mixed dividend problem with modified distribution of claim amount under the risk of recombination Poisson-Geometric, using dynamic programming principle, the HJB equation with mixed dividend function satisfied was established.The explicit solution was obtained by solving the HJB equation.Finally,the influence of the deviation coefficient on the mixed dividend was analyzed through numerical examples, and it provided some guidance for the management of insurance funds.

关 键 词： 混合分红 赔偿限额 复合 过程 方程 修正索赔额分布