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Title of Journal: Theor Decis

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Abbravation: Theory and Decision

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Kluwer Academic Publishers

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DOI

10.1007/bf02568567

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1573-7187

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Policy Stable States in the Graph Model for Confli

Authors: DaoZhi Zeng Liping Fang Keith W Hipel D Marc Kilgour
Publish Date: 2005/07/26
Volume: 57, Issue: 4, Pages: 345-365
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Abstract

A new approach to policy analysis is formulated within the framework of the graph model for conflict resolution A policy is defined as a plan of action for a decision maker DM that specifies the DM’s intended action starting at every possible state in a graph model of a conflict Given a profile of policies a Policy Stable State PSS is a state that no DM moves away from according to its policy and such that no DM would prefer to change its policy given the policies of the other DMs The profile of policies associated to a PSS is called a Policy Equilibrium Properties of PSSs are developed and a refinement is suggested that restricts DMs to policies that are credible in that they are in the DM’s immediate interest Relationships with existing stability definitions in the graph model for conflict resolution are then explored

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  2. A simple framework for the axiomatization of exponential and quasi-hyperbolic discounting
  3. Does trust matter for R&D cooperation? A game theoretic examination
  4. Choosing a gambling partner: testing a model of mutual insurance in the lab
  5. My experimental meanderings
  6. Temptation, horizontal differentiation and monopoly pricing
  7. Supermodularity and the Comparative Statics of Risk
  8. Modus Ponens and Modus Tollens for Conditional Probabilities, and Updating on Uncertain Evidence
  9. Changes in multiplicative background risk and risk-taking behavior
  10. A note on “Re-examining the law of iterated expectations for Choquet decision makers”
  11. An experiment on case-based decision making
  12. What independent random utility representations are equivalent to the IIA assumption?
  13. Using turn taking to achieve intertemporal cooperation and symmetry in infinitely repeated 2 × 2 games
  14. Statistical decisions under ambiguity
  15. Choice under complete uncertainty when outcome spaces are state dependent
  16. A note on a recent paper by Dagsvik on IIA and random utilities
  17. A note on a recent paper by Dagsvik on IIA and random utilities
  18. Does consultation improve decision-making?
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