Résumé
A bargaining solution concept generalizing the Harsanyi NTU value is defined for cooperative games with incomplete information. Our definition of a cooperative solution implies that all coalitional threats are equitable when players make interpersonal utility comparisons in terms of some virtual utility scales. In contrast, Myerson’s (1984b) generalization of the Shapley NTU value is only equitable for the grand coalition. When there are only two players, the two solutions are easily seen to coincide, however they may differ for general n-person games. By using the concept of virtual utility, our bargaining solution reflects the fact that players negotiate at the interim stage.
Mots-clés
Cooperative games; incomplete information; virtual utility;
Codes JEL
- C71: Cooperative Games
- C78: Bargaining Theory • Matching Theory
- D82: Asymmetric and Private Information • Mechanism Design
Référence
Andrés Salamanca Lugo, « An Egalitarian Value for Cooperative Games with Incomplete Information », TSE Working Paper, n° 16-620, février 2016, révision avril 2017.
Voir aussi
Publié dans
TSE Working Paper, n° 16-620, février 2016, révision avril 2017