青年经济学者论坛第16期

                   报告主题
              Modeling Innitely Many Agents

               报告人：孙 祥 助理教授
            新加坡国立大学数学（数理经济学）博士
               武汉大学经济与管理学院

                主持人：陈 煜 讲师
               南京大学经济学院经济学系

            时 间： 2014年4月30日（周三）15:00
            地 点： 安中楼312

                 南京大学经济学院


ABSTRACT: We propose to use the condition of "nowhere equivalence" to model 
the space of agents. We show that this condition is more general than all 
of those special conditions imposed on the spaces of agents to handle the 
failure of the classical Lebesgue unit interval as an agent space. We also 
illustrate the optimality of this condition by showing its necessity in 
deriving the existence of Nash equilibrium for atomless games.

KEYWORDS: Agent spaces; Nowhere equivalence; Conditional atomlessness; 
Relative saturation; Large game; Large game with traits; Existence of 
Nash equilibria.