Zero Sum Games
Thread and Full Text View
I think the answers to both questions are negative. Consider a two-player game where two players (1 and 2) choose the numbers x_1, x_2 from the set [0,2], and the payoff of each player is given by u_i(x_1,x_2)=x_i+(x_1-x_2)^2. Then [View full text and thread]
|10/31/2016 04:38 AM by EstEst; |
Do we know that each nash equlibrium strategy in such a game is symmetric, too? [Manage messages]
|10/24/2016 05:59 AM by Paul; Add-On|
is there some theorem stating, that in every continuous game with symmetric players every nash equlibrium will yield the same utility to all players?
Or something like this for special cases?
The theorem seems quite natural to [View full text and thread]
|10/24/2016 05:15 AM by Paul; Continous games with symmetric players|