Articles scientifiques

A Non-Minimal But Very Weak Axiomatization of Common Belief

L. Lismont, P. MONGIN

Artificial Intelligence

1994, vol. 70, pp.363-374

Départements : Economie et Sciences de la décision, GREGHEC (CNRS)


Additive Representations of Non-Additive Measures and the Choquet Integral

I. GILBOA, D. Schmeidler

Annals of Operations Reseach

1994, vol. 51, pp.43-65

Départements : Economie et Sciences de la décision, GREGHEC (CNRS)


Harsanyi's Aggregation Theorem - Multi-Profile Version and Unsettled Questions

P. MONGIN

Social Choice and Welfare

1994, vol. 11, pp.331-354

Départements : Economie et Sciences de la décision, GREGHEC (CNRS)


Harsanyi's Aggregation Theorem states that if the individuals' as well as the moral observer's utility functions are von Neumann-Morgenstern, and a Pareto condition holds, then the latter function is affine in terms of the former. Sen and others have objected to Harsanyi's use of this result as an argument for utilitarianism. The present article proves an analogue of the Aggregation Theorem within the multi-profile formalism of social welfare functionals. This restatement and two closely related results provide a framework in which the theorem can be compared with well-known characterisations of utilitarianism, and its ethical significance can be better appreciated. While several interpretative questions remain unsettled, it is argued that at least one major objection among those raised by Sen has been answered

Infinite Histories and Steady Orbits in Repeated Games

I. GILBOA, D. Schmeidler

Games and Economic Behavior

1994, vol. 6, pp.370-399

Départements : Economie et Sciences de la décision, GREGHEC (CNRS)


Introduction

P. MONGIN

Theory and Decision

1994, vol. 37, n°1, pp.1-6

Départements : Economie et Sciences de la décision, GREGHEC (CNRS)


Contacts  

Département Economie et Sciences de la Décision

Campus HEC Paris
1, rue de la Libération
78351 Jouy-en-Josas cedex
France

Faculté  

Xavier BOUTE

Economie - Sciences de la Décision

Voir le CV

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