ON AN INVERSE PROBLEM OF GAME THEORY |
| 4 | |
| 2013 |
| scientific article | 519.81/83. | ||
| 194-198 | inverse problem, payoff matrix, win probabilities. |
| The inverse problem of a two player game is considered. It is assumed that the payoff matrix consists of different elements and the win probabilities are known. The notion of equivalent solutions is introduced. These solutions can be obtained from each other by the permutation of rows (columns) and payoffs with equal probabilities. A procedure to calculate the number of equivalence classes is given. |
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