Add to ORKGA parameterized characterization of height-based total extensions of principal filtral opportunity rankings is provided and shown to include, as a special case, a version of the well-known Pattanaik-Xu characterization of the cardinality-based ranking
When agents face incomplete information and their knowledge about the objects of choice is vague and...
In this paper, we consider the problem of ranking protiles of opportunity sets. First, we take each ...
In this paper we propose di¤erent criteria to rank income distributions according to equality of opp...
Abstract: A parameterized characterization of height-based total extensions of Principal filtral opp...
A parameterized characterization of height-based total extensions of principal filtral opportunity r...
A parameterized characterization of height-based total extensions of principal filtral opportunity r...
A parameterized characterization of height-based total extensions of principal filtral opportunity r...
In this paper we study possible rankings of opportunity profiles. An opportunity profile is a list o...
The domain of polyconvex sets, i.e. finite unions of convex, compact, Euclidean sets, is large enoug...
We consider the problem of ranking distributions of opportunity sets on the basis of equality. First...
We compare pro les of opportunity sets by means of set-inclusion ltral preorders (SIFPs). Some sig...
The final publication is available at Springer via http://dx.doi.org/10.1007/s10888-011-9165-4Rankin...
When agents face incomplete information and their knowledge about the objects of choice is vague and...
In this paper, we consider the problem of ranking protiles of opportunity sets. First, we take each ...
In this paper we propose di¤erent criteria to rank income distributions according to equality of opp...
Abstract: A parameterized characterization of height-based total extensions of Principal filtral opp...
A parameterized characterization of height-based total extensions of principal filtral opportunity r...
A parameterized characterization of height-based total extensions of principal filtral opportunity r...
A parameterized characterization of height-based total extensions of principal filtral opportunity r...
In this paper we study possible rankings of opportunity profiles. An opportunity profile is a list o...
The domain of polyconvex sets, i.e. finite unions of convex, compact, Euclidean sets, is large enoug...
We consider the problem of ranking distributions of opportunity sets on the basis of equality. First...
We compare pro les of opportunity sets by means of set-inclusion ltral preorders (SIFPs). Some sig...
The final publication is available at Springer via http://dx.doi.org/10.1007/s10888-011-9165-4Rankin...
When agents face incomplete information and their knowledge about the objects of choice is vague and...
In this paper, we consider the problem of ranking protiles of opportunity sets. First, we take each ...
In this paper we propose di¤erent criteria to rank income distributions according to equality of opp...