Abstract. We propose a novel approach to preference change. We treat a set of preferences as a special kind of theory, and define minimal change contraction and revision operations in the spirit of minimal change as advocated by the Alchourron, Gardenfors, and Makinson (AGM) theory of belief revision. We characterise minimal contraction of preference sets by a set of postulates and prove a representation theorem. We also give a linear time algorithm which implements minimal contraction by a single preference. We also define minimal contraction by a set of preferences, and for a significant special case state postulates, prove a representation theorem, and provide an efficient algorithm implementing minimal contraction by a set of preference...
This article examines Becker's thesis that the hypothesis that choices maximize expected utility rel...
We present a decision-theoretically motivated notion of contraction which, we claim, encodes the pri...
AbstractMany belief change formalisms employ plausibility orderings over the set of possible worlds ...
In this article, we study a minimal change approach to preference dynamics. We treat a set of prefer...
In this article, we study a minimal change approach to preference dynamics. We treat a set of prefer...
Changing preferences is very common in real life. The ex-pressive power of the operations of prefere...
Various tasks need to consider preferences in a dynamic way. We start by discussing several possible...
Various tasks need to consider preferences in a dynamic way. To evaluate and classify methods for p...
AbstractThe binary relation framework has been shown to be applicable to many real-life preference h...
Agents which perform inferences on the basis of unreliable information need an ability to revise the...
The notion of relevance was introduced by Parikh in the belief revision field for handling minimal c...
In this contribution we explore choice revision, a sort of belief change in which the new informatio...
Most models of rational action assume that all possible states and actions are pre-defined and that ...
Preference models lie at the core of the formalization for several related notions, such as non-mono...
Discussions of the issue of iterated belief revision are commonly accompanied by the presentation of...
This article examines Becker's thesis that the hypothesis that choices maximize expected utility rel...
We present a decision-theoretically motivated notion of contraction which, we claim, encodes the pri...
AbstractMany belief change formalisms employ plausibility orderings over the set of possible worlds ...
In this article, we study a minimal change approach to preference dynamics. We treat a set of prefer...
In this article, we study a minimal change approach to preference dynamics. We treat a set of prefer...
Changing preferences is very common in real life. The ex-pressive power of the operations of prefere...
Various tasks need to consider preferences in a dynamic way. We start by discussing several possible...
Various tasks need to consider preferences in a dynamic way. To evaluate and classify methods for p...
AbstractThe binary relation framework has been shown to be applicable to many real-life preference h...
Agents which perform inferences on the basis of unreliable information need an ability to revise the...
The notion of relevance was introduced by Parikh in the belief revision field for handling minimal c...
In this contribution we explore choice revision, a sort of belief change in which the new informatio...
Most models of rational action assume that all possible states and actions are pre-defined and that ...
Preference models lie at the core of the formalization for several related notions, such as non-mono...
Discussions of the issue of iterated belief revision are commonly accompanied by the presentation of...
This article examines Becker's thesis that the hypothesis that choices maximize expected utility rel...
We present a decision-theoretically motivated notion of contraction which, we claim, encodes the pri...
AbstractMany belief change formalisms employ plausibility orderings over the set of possible worlds ...