N-player Game

In game theory, an n-player game is a game which is well defined for any number of players. This is usually used in contrast to standard 2-player games that are only specified for two players. In defining n-player games, game theorists usually provide a definition that allow for any (finite) number of players. The limiting case of n → ∞ {\displaystyle n\to \infty } is the subject of mean field game theory. Changing games from 2-player games to n-player games entails some concerns. Read all..

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In game theory, an n-player game is a game which is well defined for any number of players. This is usually used in contrast to standard 2-player games that are only specified for two players. In defining n-player games, game theorists usually provide a definition that allow for any (finite) number of players.[1] The limiting case of is the subject of mean field game theory.[2]

Changing games from 2-player games to n-player games entails some concerns.

References

  1. Binmore, Ken (2007). Playing for Real : A Text on Game Theory:. Oxford University Press. p. 522. ISBN 9780198041146.
  2. Fischer, Markus (2017). "On the connection between symmetric N-player games and mean field games". Annals of Applied Probability. 27 (2): 757–810. doi:10.1214/16-AAP1215.
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