报告题目：Target benefit pension plan with longevity risk and intergenerational equity

报告摘要：  We study a stochastic model for a target benefit pension plan suffering from rising longevity and falling fertility. Policies for postponing retirement are carried out to hedge the payment difficulties caused by the aging population. The plan members’ contributions are set in advance while the pension payments reflect intergenerational equity by a target payment level and intergenerational risk sharing by an adjustment. The pension fund is invested in both a risk-free asset and a risky asset. Applying the stochastic optimal control methods, we derive analytic solutions for optimal investment and benefit payment strategies which minimize the benefit risk. Besides, an optimal delayed retirement age which can hedge against the aging phenomenon under certain parameters is given. Therefore, it can provide a basis for quantifying the delay of retirement time.

报告时间：2024年7月5日 15：30：00-16：30

报告地点：amjs澳金沙门106室

报告人简介：

荣喜民，天津大学数学学院教授，博士生导师，天津市现场统计学会副理事长。主要从事金融数学、精算数学、风险管理等方面研究工作，在Insurance:Mathematics and Economics 、Scandinavian Actuarial Journal 、AstinBulletin, Quantitative Finance、IMA Journal of Management Mathematics、JCAM、JMAA、JSSC、CSTM、系统工程理论与实践等期刊发表相关论文百余篇，其中SCI 检索50 余篇。主持及参与多项国家自然科学基金和天津市自然科学基金项目。