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Subgame-Perfect ϵ-Equilibria in Perfect Information Games with Common Preferences at the Limit

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János Flesch, Arkadi Predtetchinski
Mathematics of Operations Research
Issue number: 
Volume 41, Issue 4
Journal pages: 
1208 - 1221
We prove the existence of a pure subgame–perfect epsilon–equilibrium, for every epsilon > 0, in multiplayer perfect information games, provided that the payoff functions are bounded and exhibit common preferences at the limit. If, in addition, the payoff functions have finite range, then there exists a pure subgame–perfect 0–equilibrium. These results extend and unify recent existence theorems for bounded and semicontinuous payoffs.
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