English, Article edition: A REFINEMENT CONCEPT FOR EQUILIBRIA IN MULTICRITERIA GAMES VIA STABLE SCALARIZATIONS GIUSEPPE DE MARCO; JACQUELINE MORGAN

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Physical Description
  • article
Language
  • English

Edition details

Title
  • A REFINEMENT CONCEPT FOR EQUILIBRIA IN MULTICRITERIA GAMES VIA STABLE SCALARIZATIONS
Author
  • GIUSEPPE DE MARCO
  • JACQUELINE MORGAN
Physical Description
  • article
Notes
  • In a finite multicriteria game, one or more systems of weights might be implicitly used by the agents by playing a Nash equilibrium of the corresponding trade-off scalar games. In this paper, we present a refinement concept for equilibria in finite multicriteria games, called scalarization-stable equilibrium, that selects equilibria stable with respect to perturbations on the scalarization. An existence theorem is provided together with some illustrative examples and connections with some other refinement concepts are investigated.
  • Multicriteria game, Pareto Nash equilibrium, refinement, perturbation, scalarization-stable equilibrium
  • RePEc:wsi:igtrxx:v:09:y:2007:i:02:p:169-181
Language
  • English
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