Template:Infobox solution concept

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{{{name}}}
Solution concept in game theory
Relationship
Subset of	{{{subsetof}}}
Superset of	{{{supersetof}}}
Intersects with	{{{intersectwith}}}
Independent of	{{{indepedentof}}}
Significance
Proposed by	{{{discoverer}}}
Used for	{{{usedfor}}}
Example	{{{example}}}

Usage

{{Infobox solution concept
| 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.

Examples

Nash Equilibrium
Solution concept in game theory
Relationship
Subset of	Rationalizability, Correlated equilibrium
Superset of	Evolutionarily stable strategy, Subgame perfect equilibrium, Perfect Bayesian equilibrium, Trembling hand perfect equilibrium
Significance
Proposed by	John Forbes Nash
Used for	All non-cooperative games
Example	Prisoner's dilemma

{{Infobox solution concept
| 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]]
}}

See also

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