Abstract
In this expository article we introduce distributed games studied in Anantharam and Borkar (2007). We show that any nonzero-sum games can be seen as distributed games and draw the relation between the question of common information and the existence of Nash and correlated equilibria.
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References
1.
Anantharam
V.
Borkar
V.S.
(2007 ). Common randomness and distributed control: A counter example . Systems and Control Letters , 56 , 568 –572 .
2.
Hart
S.
Schmeidler
D.
(1989 ). Existence of correlated equilibrium . Mathematical Methods of Operations Research , 14 , 18 –25 .
3.
Nikaido
H.
Isoda
. (1955 ). Note on non-cooperative convex games . Pacific Journal of Mathematics , 5 , 807 –815 .
4.
Osborne
M.J.
Rubinstein
A.
(1994 ). A course in game theory . Cambridge : MIT Press .
5.
Pruzhansky
V.
(2011 ). Some interesting properties of maximin strategies , International Journal of Game Theory , 40 , 351 –365 .
