Strictly competitive games with infinitely many strategies
研究了当策略集无限时严格竞争博弈的特征，这类博弈中每对策略都是帕累托最优的，扩展了有限策略情形的结论。
Strictly competitive games are characterized by the fact that every pair of strategies is Pareto optimal in two-players games. We provide a characterization of strictly competitive games when the sets of strategies are not finite. The finite strategy case was settled by Adler, Daskalakis and Papadimitriou who fully proved a conjecture of Aumann.