Berechnung von Nash-Gleichgewichten.
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ABSTRACT: We discuss sensitivity of equilibrium points in bimatrix games depending on small variances (perturbations) of data. Applying implicit function theorem to a linear complementarity problem which is equivalent to the bimatrix game, we investigate sensitivity of equilibrium points with respect to the perturbation of parameters in the game. Namely, we provide the calculation of equilibrium points derivatives with respect to the parameters.Journal of Applied Mathematics and Computing 05/1996; 3(2):149-156. DOI:10.1007/BF03008897
- USSR Computational Mathematics and Mathematical Physics 02/1979; DOI:10.1016/0041-5553(80)90061-0
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ABSTRACT: A class of noncooperative games (of interest in certain applications) is described. Each game in the class is shown to possess at least one Nash equilibrium in pure strategies.International Journal of Games Theory 11/1973; 2(1):65-67. DOI:10.1007/BF01737559 · 0.43 Impact Factor