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  • Influence functions, followers and command games

    Working Paper GATE 2008-31; We study and compare two frameworks: a model of influence, and command games. In the influence model, in which players are to make a certain acceptance/rejection decision, due to influence of other players, the decision of a player may be different from his inclination. We study a relation between two central concepts of this model: influence function, and follower function. We deliver sufficient and necessary conditions for a function to be a follower function, an...


    International audience; Pour pérenniser leurs conquêtes et assurer la paix sur leurs arrières, les Almoravides (v.) établirent leur capitale en 1070 dans un lieu stratégique, entre plaine et montagne, entre nomades et sédentaires, entre Sanhâja et Masmûda, au carrefour de deux routes commerciales majeures, celle nord-sud qui reliait Aghmât à Ceuta en passant par Fès, et celle qui conduisait à l'Afrique sub-saharienne, traversant la cité caravanière de Sijilmâssa. Supposée créée ex nihilo, la ...

    Other-Regarding Preferences and Performance Pay – An Experiment on Incentives and Sorting

    IZA Discussion paper n° 1191; Variable pay not only creates a link between pay and performance but may also help firms in attracting the more productive employees (Lazear 1986, 2000). However, due to lack of natural data, empirical analyses of the relative importance of the selection and incentive effects of pay schemes are so far thin on the ground. In addition, these effects may be influenced by the nature of the relationship between the firm and its employees. This paper reports results of...

    Déclassement et révolution chez Bakounine

    International audience; Contribution à un volume collectif sur les pratiques du refus de parvenir, ce texte montre comment on peut trouver, dans les réflexions de Bakounine sur le déclassement de la jeunesse (notamment en Russie et en Italie), une préfiguration de cette thématique.

    From a quartic continued fraction in $\mathbb{F}_3((T^-1))$ to a transcendental continued fraction in $Q((T^-1))$ through an infinite word over {1,2}

    We explicitly describe a noteworthy transcendental continued fraction in the field of power series over Q, having irrationality measure equal to 3. This continued fraction is a generating function of a particular sequence in the set {1, 2}. The origin of this sequence, whose study was initiated in a recent paper, is to be found in another continued fraction, in the field of power series over $\mathbb{F}_3$, which satisfies a simple algebraic equation of degree 4, introduced thirty years ago b...
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