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the linear programming approach, the mixed strategy game is formulated as a linear programming problem. Each player's strategy choices become decision variables, and the goal is to find a solution that satisfies the game's constraints and optimizes the players' payoffs

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Linear programming 

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n the linear programming approach, the mixed strategy game is formulated as a linear programming problem. Each player's strategy choices become decision variables, and the goal is to find a solution that satisfies the game's constraints and optimizes the players' payoffs.

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Linear programming is a mathematical technique used to determine optimal mixed strategies in two-player zero-sum games by maximizing the minimum expected payoff through a structured formulation of decision variables and constraints.


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The most common way to solve a mixed strategy game is to use the expected gain or loss approach.

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