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Optimal Strategies in Zero-Sum Games by Marco M is a document available to read on EtoBox.
What is Optimal Strategies in Zero-Sum Games about?
Here are the solutions to the exercises: 1) The conservative values are vI = 1 and vII = 2. For there to be an equilibrium in pure strategies we must have vI = vII, so a = 2. 2) If a > 4, then vI ≠ vII so there are no equilibria in pure strategies. The optimal strategies are then given by indifference: - Player I plays the first row with probability p and the third row with probability 1-p - Player II plays the second column with probability q and the third column with probability 1-q Using indiffe
- Author
- Marco M
- Language
- EN