365 resultados para Moulin, J.-F.-A.


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Proefschrift--Utrecht.

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1. Fromont jeune et Risler aîné.--2. Jack, moeurs contemporaines, I.--3. Jack, moeurs contemporaines, II. Robert Helmont.--4. Le petit chose.--5. Aventures prodigieuses de Tartarin de Tarascon. Lettres de mon moulin.--6. Les rois en exil.--6 [bis] Le Nabab.--7. Numa Roumestan.

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Rationing occurs if the demand for a certain good exceeds its supply. In such situations a rationing method has to be specified in order to determine the allocation of the scarce good to the agents. Moulin (1999) introduced the notion of probabilistic rationing methods for the discrete framework. In this paper we establish a link between classical and probabilistic rationing methods. In particular, we assign to any given classical rationing method a probabilistic rationing method with minimal variance among those probabilistic rationing methods, which result in the same expected distributions as the given classical rationing method.

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A new correlation scheme (leading to a special equilibrium called “soft” correlated equilibrium) is introduced for finite games. After randomization over the outcome space, players have the choice either to follow the recommendation of an umpire blindly or freely choose some other action except the one suggested. This scheme can lead to Pareto-better outcomes than the simple extension introduced by [Moulin, H., Vial, J.-P., 1978. Strategically zero-sum games: the class of games whose completely mixed equilibria cannot be improved upon. International Journal of Game Theory 7, 201–221]. The informational and interpretational aspects of soft correlated equilibria are also discussed in detail. The power of the generalization is illustrated in the prisoners’s dilemma and a congestion game.