Perfect and Proper Equilibria of Large Games
研究具有连续统玩家博弈的完美均衡与恰当均衡的存在性，给出了均衡存在的充分条件，并讨论了行动集可不同的情形。
This paper deals with the existence and other related issues of perfect and proper equilibria of games with a continuum of players. A sufficient condition for the existence of a perfect (proper) equilibrium as an almost everywhere limit of a sequence of ϵ-perfect (ϵ-proper) equilibria is given. An example shows that almost everywhere convergence need not obtain if the condition is violated. Extension to the case where the set of actions available to the players can differ is discussed.Journal of Economic LiteratureClassification Number: C79.