2. Consider the variation of hot-potato routing/coordination routing game discussed in class, where there are three...

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2. Consider the variation of hot-potato routing/coordination routing game discussed in class, where there are three strategies: Payoff Hot Potato Long Path Planned Long-Path | Planned Hot Potato -4,-4 -1,-5 -3,-3 -3,-3 -2,-2 -3,-3 -5,-1 -2,-2 -4,-4 Define the polyhedron that define the feasible region for the Nash equilibrium. Show how Lemke-Howson algorithm would find a Mixed Nash equilibrium. 2. Consider the variation of hot-potato routing/coordination routing game discussed in class, where there are three strategies: Payoff Hot Potato Long Path Planned Long-Path | Planned Hot Potato -4,-4 -1,-5 -3,-3 -3,-3 -2,-2 -3,-3 -5,-1 -2,-2 -4,-4 Define the polyhedron that define the feasible region for the Nash equilibrium. Show how Lemke-Howson algorithm would find a Mixed Nash equilibrium.

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To define the polyhedron that represents the feasible region for the Nash equilibrium in this game we first need to identify the strategies for each player and then determine the conditions that must ... View the full answer