Topics Applications Auctions Bargaining Experimental Economics Forum General Equilibrium Napster other Other Topics Prisoners Dilemma Zero Sum Games
| | Thread and Full Text View
I have developed a fixed point algorithm that computes residual approximations for the class of functions that are Lipschitz continuous with constant 1 with respect to the infinity norm. The algorithm has better than exponential worst-case efficiency. I am told that such a method may be useful for solving equilibrium problems in game theory and economics. Does anyone know of important functions that may benefit from such a method? Thank you. [Manage messages]
|