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Summary

Convex interval games are introduced, characterized, and related to economic situations with uncertain coalition payoffs, where only bounds for payoffs are known with certainty. The Weber set and Shapley value are defined for interval games, and their relations with the interval core for convex interval games are established. A population monotonic interval allocation scheme is introduced, and it is proved that each element of the Weber set of a convex interval game is extendable to such a scheme. A square operator is introduced to obtain interval solutions from classical cooperative game theory solutions, and it is shown that the square Weber set coincides with the interval core for convex interval games.

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Description

Convex interval games are introduced, characterized, and related to economic situations with uncertain coalition payoffs, where only bounds for payoffs are...

Technical Information

  • File Format: PDF
  • File Size: 1.87 MB
  • Pages: 15
  • Language: EN
  • Total Downloads: 169
  • Last Updated: 6 days ago

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This PDF document about Convex Interval Games provides comprehensive information and guidance. Whether you're a beginner or advanced user, this resource offers valuable insights into Convex Interval Games.

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Convex guideConvex tutorialInterval guideInterval tutorialGames guideGames tutorial

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