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{{{name}}} |
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A solution concept in game theory |
Relationship |
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Subset of | {{{subsetof}}} |
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Superset of | {{{supersetof}}} |
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Intersects with | {{{intersectwith}}} |
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Independent of | {{{indepedentof}}} |
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Significance |
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Proposed by | {{{discoverer}}} |
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Used for | {{{usedfor}}} |
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Example | {{{example}}} |
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{{ infobox equilibrium
| name = <!-- Name of the equilibrium concept -->
| subsetof = <!-- List of equilibrium concepts that this equilibrium concept is a subset of -->
| supersetof = <!-- List of equilibrium concepts that are a subset of this equilibrium concept -->
| intersectwith = <!-- List of equilibrium concepts that overlap with this one, but that are neither subsets nor supersets -->
| independentof = <!-- List of equilibrium concepts that do not overlap with this one -->
| discoverer = <!-- The person who first defined the equilibrium concept -->
| usedfor = <!-- If the concept is used for particular purposes, list them here -->
| example = <!-- A game that provides an interesting example -->
}}
As a general rule, it is best to only list the immediate sub and supersets for a particular concept. So, for instance, every subgame perfect equilibrium is a Nash equilibrium and every Nash equilibrium is Rationalizable. It is probably best only to list Nash equilibrium in the list of supersets.
{{ infobox equilibrium
| name = Nash Equilibrium
| subsetof = [[Rationalizability]], [[Correlated equilibrium]]
| supersetof = [[Evolutionarily stable strategy]], [[Subgame perfect equilibrium]], [[Perfect Bayesian equilibrium]], [[Trembling hand perfect equilibrium]]
| discoverer = [[John Forbes Nash]]
| usedfor = All [[non-cooperative game]]s
| example = [[Prisoner's dilemma]]
}}