Le LEMMA a été créé en 2003 à l’initiative d’un petit groupe de chercheurs, économistes, mathématiciens et informaticiens, de l’Université Panthéon-Assas. Il est membre du LabEx MME-DII et, grâce à son développement durant les dix dernières années, compte désormais 30 membres titulaires et accueille une quinzaine de doctorants rassemblés autour de deux axes, l’un intitulé Jeux et décision et l’autre Microéconomie appliquée.
- L’axe Jeux et décision rassemble des chercheurs travaillant sur l’étude des comportements en situation de décision individuelle ou d’interaction stratégique. La méthodologie utilisée est à la fois théorique, lors de l’élaboration de modèles, et expérimentale.
- Les chercheurs qui composent l'axe Microéconomie appliquée s'attachent à utiliser différents outils d'analyse au service de trois problématiques centrales : i) le rôle joué par le fonctionnement du système éducatif et du marché du travail dans la persistance des inégalités, ii) l'impact des systèmes d'incitation et de la structure financière des entreprises sur leurs performances et iii) les déterminants des comportements de demande de monnaie.
Antoine Billot, directeur
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)