Economic and Game Theory
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"Inside every small problem is a large problem struggling to get out." | |||||
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For this particular question; Player 1 chooses strategy x1 from [-1,1] and Player 2 chooses strategy x2 from [-1,1]. Player 1 utility function is x1^2/2 + x1x2. Player 2 utility function is x2^2/2 -x1x2. Find the best response function of each player (to pure strategies). Is there a nash equilibrium? I really would appreciate explanations so I can get around my head and apply this to the rest of the questions on sets from this textbook. Please use hide/show because it is interesting. Please be detailed as you can. Thank you. [Manage messages] |