Question: 5. (20 points) Formulate a Linear Program (LP) to find correlated equilibria for two-person general-sum games. The objective function is to maximize the sum

5. (20 points) Formulate a Linear Program (LP) to find correlated equilibria for two-person general-sum games. The objective function is to maximize the sum of the expected payoffs, i.e. to maximize the social welfare. Use your model to find an equilibrium that maxmimizes the expected payoffs for the following game of chicken. player 2 C C 6,6 2,7 player 1 7,2 0,0

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