On Pareto equilibria in vector-valued extensive form games

  title={On Pareto equilibria in vector-valued extensive form games},
  author={Thomas Krieger},
  journal={Math. Meth. of OR},
In this paper we investigate the existence of Pareto equilibria in vector-valued extensive form games. In particular we show that every vectorvalued extensive form game with perfect information has at least one subgame perfect Pareto equilibrium in pure strategies. If one tries to prove this and develop a vector-valued backward induction procedure in analogy to the real-valued one, one sees that different effects may occur which thus have to be taken into account: First, suppose the deciding… CONTINUE READING

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Publications referenced by this paper.
Showing 1-8 of 8 references

Extensive Games and the Problem of Information

  • HW Heidelberg Kuhn
  • 1953
Highly Influential
6 Excerpts

Non-Cooperative Games. Annals of Mathematics 54:286–295

  • JF Nash
  • Selten R
  • 1951
Highly Influential
4 Excerpts

Pareto equilibria in multiobjective games

  • P Borm, S Tijs
  • Math . Meth . Oper . Res .
  • 1988

Reexamination of the Perfectness Concept for Equilibrium Points in Extensive Games

  • R Selten
  • Int J Game Theory
  • 1975
1 Excerpt

Equilibrium Points in Games with Vector Payoffs

  • LS Shapley
  • Naval Research Logistics Quarterly
  • 1959
1 Excerpt

Non - Cooperative Games

  • JF Nash
  • Annals of Mathematics
  • 1951
1 Excerpt

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