
doi: 10.1007/bf01753236
handle: 10419/220655
Selten's concept of perfect equilibrium for normal form games is reviewed, and a new concept of proper equilibrium is defined. It is shown that the proper equilibria form a nonempty subset of the perfect equilibria, which in turn form a subset of the Nash equilibria. An example is given to show that these inclusions may be strict.
Noncooperative games, Nash Equilibrium, ddc:330, Proper Equilibrium, Perfect Equilibrium
Noncooperative games, Nash Equilibrium, ddc:330, Proper Equilibrium, Perfect Equilibrium
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