In this paper we apply the instrumental approach to social preferences in order to distinguish among various shapes of preferences for social status. In particular, we consider the shape of reduced preferences that emerge in the equilibrium of a two-sided matching model with non-transferable utility. Cole et al., 1992 and Cole et al., 1995 show that, under full observability of potential mates׳ attributes, instrumental concerns for social status are ordinal, i.e., only one׳s own rank in the distribution of attributes matters. We show that when we depart from full observability, instrumental concerns for social status become cardinal, i.e., also other features of the distribution of attributes matter. We also show that the actual shape of ca...
In this paper, we propose a new algorithm for two-sided matching problems with some compromise. We d...
We study the problem of approximate social welfare maximization (without money) in one-sided matchin...
By taking sets of utility functions as a primitive description of agents, we define an ordering over...
In this paper we apply the instrumental approach to social preferences in order to distinguish among...
In this paper we apply the instrumental approach to social preferences in order to distinguish amon...
We demonstrate that in models where agents have concerns for status the model predictions can drasti...
In this paper we distinguish two "dimensions" of the utility concept. The first is the "behavioral" ...
We demonstrate that in models where agents have concerns for status the model predictions can drasti...
We consider bilateral matching problems where each person views those on the other side of the marke...
By taking sets of utility functions as a primitive description of agents, we define an ordering over ...
This paper adds three dimensions to the received literature: it models migration when the individual...
This paper presents evidence which challenges the view that techniques which are designed to measure...
Fleurbaey and Maniquet have proposed the criteria of conditional equality and of egalitarian equival...
Fleurbaey and Maniquet have proposed the criteria of conditional equality and of egalitarian equival...
We consider a modification of ordinal status games of Haagsma and von Mouche (2010). A number of age...
In this paper, we propose a new algorithm for two-sided matching problems with some compromise. We d...
We study the problem of approximate social welfare maximization (without money) in one-sided matchin...
By taking sets of utility functions as a primitive description of agents, we define an ordering over...
In this paper we apply the instrumental approach to social preferences in order to distinguish among...
In this paper we apply the instrumental approach to social preferences in order to distinguish amon...
We demonstrate that in models where agents have concerns for status the model predictions can drasti...
In this paper we distinguish two "dimensions" of the utility concept. The first is the "behavioral" ...
We demonstrate that in models where agents have concerns for status the model predictions can drasti...
We consider bilateral matching problems where each person views those on the other side of the marke...
By taking sets of utility functions as a primitive description of agents, we define an ordering over ...
This paper adds three dimensions to the received literature: it models migration when the individual...
This paper presents evidence which challenges the view that techniques which are designed to measure...
Fleurbaey and Maniquet have proposed the criteria of conditional equality and of egalitarian equival...
Fleurbaey and Maniquet have proposed the criteria of conditional equality and of egalitarian equival...
We consider a modification of ordinal status games of Haagsma and von Mouche (2010). A number of age...
In this paper, we propose a new algorithm for two-sided matching problems with some compromise. We d...
We study the problem of approximate social welfare maximization (without money) in one-sided matchin...
By taking sets of utility functions as a primitive description of agents, we define an ordering over...