Category:Definitions/Examples of Games
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This category contains definitions of examples of Game.
In the context of game theory, a game is any social situation which involves more than one person.
More specifically, a game is a problem of strategy between two or more parties in which all parties involved seek (usually) to maximise their outcome.
A game $G$ can be specified by:
- its players
- the moves available to each player
- the preference relation for each player:
that is:
- $G = \sequence {N, \sequence {A_i}, \sequence {\succsim_i} }$
$G$ can also be specified by:
- its players
- the moves available to each player
- the payoff function for each player:
that is:
- $G = \sequence {N, \sequence {A_i}, \sequence {u_i} }$
Subcategories
This category has the following 6 subcategories, out of 6 total.
B
- Definitions/Bridge (Game) (1 P)
C
- Definitions/Cards (8 P)
D
- Definitions/Dominoes (3 P)
F
- Definitions/Fibonacci Nim (1 P)
H
- Definitions/Hex (Game) (15 P)
Pages in category "Definitions/Examples of Games"
The following 21 pages are in this category, out of 21 total.