We provide an integral condition for the ranking of general information systems in the agency problem. The condition has a straightforward economic interpretation in terms of the sensitivity of a cumulative distribution with respect to the agent's effort. The proposed criterion is shown to be equivalent to Kim's preserving spread condition on the likelihood ratio distributions
Nous présentons un critère intégral pour le classement des systèmes d'information dans les problèmes principal-agent. Le critère proposé a une interprétation intuitive en ce qu'il caractérise la sensibilité d'une fonction de répartition par rapport au niveau d'effort de l'agent. Nous montrons que ce critère est équivalent au critère de Kim défini sur la base d'un accroissement de risque des ratios de vraisemblance.
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