摘要：This paper studies pure strategy perfect and proper equilibria for games with
non-atomic measure spaces of players and infinitely many actions. A richness condition
(nowhere equivalence) on the measure space of players is shown to be both necessary
and sufficient for the existence of such equilibria. The limit admissibility of perfect and
proper equilibria is also proved.
关键词：Condition of nowhere equivalence；Large game；
Limit admissibility；Perfect equilibrium；Proper equilibrium
本文于2019年在线发表于GAMES and Economic Behavior。该期刊为学院A类奖励期刊。