It is shown that the two common notions of topological continuity for preferencepreorders, which require closed contour sets and a closed graph respectively,are equivalent even when completeness is not assumed, providedthat the domain is a normed linear space or a topological group and thepreorder is additive
Abstract. We extend van Dalen and Wattel’s (1973) characterization of orderable spaces and their sub...
In this paper we study a utility representation for preferences, and we price its continuity, using ...
This note explores the connections between continuity and completeness under alternative conceptions...
It is shown that the two common notions of topological continuity for preferencepreorders, which req...
It is shown that the two common notions of topological continuity for preference preorders, which re...
A weak (strict) preference relation is continuous if it has a closed (open) graph; it is hemicontinu...
A weak (strict) preference relation is continuous if it has a closed (open) graph; it is hemicontinu...
A preference relation is shown to be continuous with respect to some separable topology, if and only...
This paper characterizes continuity and upper and lower semicontinuity of preference relations, whic...
This paper characterizes continuity and upper and lower semicontinuity of preference relations, whic...
This paper characterizes continuity and upper and lower semicontinuity of preference relations, whic...
textabstractIt is proved that, under a nontriviality assumption, an additive function on a Cartesian...
It is proved that, under a nontriviality assumption, an additive function on a Cartesian product of ...
AbstractVarious types of continuity for preference relations on a metric space are examined construc...
Abstract. We extend van Dalen and Wattel’s (1973) characterization of orderable spaces and their sub...
Abstract. We extend van Dalen and Wattel’s (1973) characterization of orderable spaces and their sub...
In this paper we study a utility representation for preferences, and we price its continuity, using ...
This note explores the connections between continuity and completeness under alternative conceptions...
It is shown that the two common notions of topological continuity for preferencepreorders, which req...
It is shown that the two common notions of topological continuity for preference preorders, which re...
A weak (strict) preference relation is continuous if it has a closed (open) graph; it is hemicontinu...
A weak (strict) preference relation is continuous if it has a closed (open) graph; it is hemicontinu...
A preference relation is shown to be continuous with respect to some separable topology, if and only...
This paper characterizes continuity and upper and lower semicontinuity of preference relations, whic...
This paper characterizes continuity and upper and lower semicontinuity of preference relations, whic...
This paper characterizes continuity and upper and lower semicontinuity of preference relations, whic...
textabstractIt is proved that, under a nontriviality assumption, an additive function on a Cartesian...
It is proved that, under a nontriviality assumption, an additive function on a Cartesian product of ...
AbstractVarious types of continuity for preference relations on a metric space are examined construc...
Abstract. We extend van Dalen and Wattel’s (1973) characterization of orderable spaces and their sub...
Abstract. We extend van Dalen and Wattel’s (1973) characterization of orderable spaces and their sub...
In this paper we study a utility representation for preferences, and we price its continuity, using ...
This note explores the connections between continuity and completeness under alternative conceptions...
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