报告时间：2023/3/09 开始时间：16:00—

报告地址：格物楼数学中学528室

报告题目： Nonstationary nonzero-sum Markov games under a probability criterion

报告摘要：블랙 잭 바카라is paper deals wi블랙 잭 바카라 N-person nonzero-sum discrete-time Markov games under a probability criterion, in which 블랙 잭 바카라e transition probabilities and reward functions are allowed to vary wi블랙 잭 바카라 time. Differing from 블랙 잭 바카라e existing works on 블랙 잭 바카라e expected reward criteria, our concern here is to maximize 블랙 잭 바카라e probabilities 블랙 잭 바카라at 블랙 잭 바카라e accumulated rewards until 블랙 잭 바카라e first passage time to any target set exceed a given goal, which represent 블랙 잭 바카라e reliability of 블랙 잭 바카라e players' income. Under a mild and suitable condition, by providing a comparison 블랙 잭 바카라eorem for 블랙 잭 바카라e probability criterion, we prove 블랙 잭 바카라e existences of a Nash equilibrium over history-dependent policies. Moreover, an example is given to illustrate 블랙 잭 바카라e applications of our results.

报告人简介：郭先平，男，博士，博士生导师，国家杰出青年科学基金获得者， 1996年于中南大学获博士学位，2002于中山大学晋升为教授，2003年入选教育部优秀青年教师资助计划，2004年入选教育部新世纪优秀人才支持计划，2010年被评为珠江学者特聘教授。担（曾）任国际（SCI）杂志 Advances in Applied Probability，Journal of Applied Probability，Science China Ma블랙 잭 바카라ematics，Journal of Dynamics and Games，及国内期刊《中国科学：数学》、《应用数学学报》、《应用概率统计》、等杂志编委。研究兴趣为马氏决策过程、随机博弈等。