Additive stable solutions on perfect cones of cooperative games |
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Authors: | Stef Tijs Rodica Brânzei |
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Institution: | (1) CentER and Department of Econometrics and Operations Research, Tilburg University, P.O. Box 90153, 5000 LE Tilburg, The Netherlands. (E-mail: S.H.Tijs@kub.nl), NL;(2) Faculty of Computer Science, “A.I. Cuza” University, 11, Carol I Bd. 6600 Iasi, Romania. (E-mail: branzeir@infoiasi.ro), RO |
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Abstract: | Closed kernel systems of the coalition matrix turn out to correspond to cones of games on which the core correspondence is
additive and on which the related barycentric solution is additive, stable and continuous. Different perfect cones corresponding
to closed kernel systems are described.
Received: December 2001/Revised: July 2002
RID="*"
ID="*" This note contains the new results, which were presented by the first author in an invited lecture at the XIV Italian
Meeting on Game Theory and Applications in Ischia, July 2001. The lecture was dedicated to Irinel Dragan on the occasion of
his seventieth birthday. |
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Keywords: | : Cooperative game core barycenter of the core perfect cone of games |
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