Game Theory control part 4, 5 jobs
Content: теория игр кр ч4,5 заданий.rar (128.49 KB)
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Game Theory control part 4, 5 jobs
1. This four financial transactions Q1, Q2, Q3, Q4 and the four possible outcomes. The first operation corresponds to line N, the second - N + 1, and so on, where N- number of your options Find Pareto optimal operation if the probabilities of outcomes are constant and equal, and weighting by formulas (Q) =.
In conditions of complete uncertainty choose the best operation on the basis of the principles of Wald, Savage, Hurwitz () and Laplace.
2. For the payoff matrix to determine the optimal strategy for players and a saddle point.
3. Simplify your payment using a matrix of domination principle
4.Reshit graphically
1. This four financial transactions Q1, Q2, Q3, Q4 and the four possible outcomes. The first operation corresponds to line N, the second - N + 1, and so on, where N- number of your options Find Pareto optimal operation if the probabilities of outcomes are constant and equal, and weighting by formulas (Q) =.
In conditions of complete uncertainty choose the best operation on the basis of the principles of Wald, Savage, Hurwitz () and Laplace.
2. For the payoff matrix to determine the optimal strategy for players and a saddle point.
3. Simplify your payment using a matrix of domination principle
4.Reshit graphically
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Works in the format * .rar opens archiver, download any free and open.
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