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Subject Classification: 91A12 3 Cooperative games 1 Finite multi-criteria games 1 Marginal operators 1 Subject Classification: 91A06 1 Subject Classification: 91A10 1 bargaining games 1 convexity 1 multi-criteria analysis 1 preferences 1 quasi-supermodular games 1 random variables 1
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BILBAO, J. M. 1 BORM, PETER 1 JIMÉNEZ, N. 1 LEBRÓN, E. 1 LÓPEZ, J. J. 1 MONROY, LUISA 1 MÁRMOL, AMPARO M. 1 RUBIALES, VICTORIANA 1 TIJS, STEF 1 TIMMER, JUDITH 1
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International Game Theory Review (IGTR) 3
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A BARGAINING MODEL FOR FINITE N-PERSON MULTI-CRITERIA GAMES
MONROY, LUISA; MÁRMOL, AMPARO M.; RUBIALES, VICTORIANA - In: International Game Theory Review (IGTR) 11 (2009) 02, pp. 121-139
In this paper a multi-criteria game model, which allows interactions between players, is studied. The problem addressed is considered as a cooperative game in order to achieve consensus solutions which are evaluated with respect to several criteria simultaneously. The main idea consists of...
Persistent link: https://www.econbiz.de/10008493085
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THE MARGINAL OPERATORS FOR GAMES ON CONVEX GEOMETRIES
BILBAO, J. M.; JIMÉNEZ, N.; LEBRÓN, E.; LÓPEZ, J. J. - In: International Game Theory Review (IGTR) 08 (2006) 01, pp. 141-151
In this work we study situations in which communication among the players is not complete and it is represented by a family of subsets of the set of players. Although several models of partial cooperation have been proposed, we shall follow a model derived from the work of Faigle and Kern. We...
Persistent link: https://www.econbiz.de/10005081054
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CONVEXITY IN STOCHASTIC COOPERATIVE SITUATIONS
TIMMER, JUDITH; BORM, PETER; TIJS, STEF - In: International Game Theory Review (IGTR) 07 (2005) 01, pp. 25-42
This paper introduces a new model concerning cooperative situations in which the payoffs are modeled by random variables. We analyze these situations by means of cooperative games with random payoffs. Special attention is paid to three types of convexity, namely coalitional-merge,...
Persistent link: https://www.econbiz.de/10005047564
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