In the standard two-sided matching models, agents on one side of the market (the institutions) can each be matched to a set of agents (the individuals) on the other side of the market, and the individuals only have preferences defined over institutions to which they can be matched. We explicitly study the consequences for stability when the composition of one's coworkers or colleagues can affect the preferences over institution
This paper studies two-sided many-to-one matching in which firms have complementary preferences. We ...
A stable matching disrupted by the retirement of workers or the opening, by firms, of positions is s...
Many-to-one matching markets exist in numerous different forms, such as college admissions, matching...
In the standard two-sided matching models, agents on one side of the market (the institutions) can e...
We study many-to-one matchings, such as the assignment of students to colleges, where the students h...
This paper studies many-to-one matching market in which each agent's preferences not only depend on ...
We study many-to-one matching problems between institutions and individuals where an institution can...
This paper studies matching markets where institutions are matched with possibly more than one indiv...
We study many-to-one matchings, such as the assignment of students to colleges, where the students h...
In two-sided matching problems, we consider "natural" changes in prefer- ences of agents in which on...
We are very grateful to José Alcalde, Guillaume Haeringer, Flip Klijn, Joana Pais, and two anonymous...
A coalitional matching is a two-sided matching problem in which agents on each side of the market ma...
For the many-to-one matching model in which firms have substitutable and quota q-separable preferenc...
This paper discusses the strategic manipulation of stable matching mechanisms. We provide a model of...
We show that, given two matchings of which say the second is stable, if (a) no firm prefers the firs...
This paper studies two-sided many-to-one matching in which firms have complementary preferences. We ...
A stable matching disrupted by the retirement of workers or the opening, by firms, of positions is s...
Many-to-one matching markets exist in numerous different forms, such as college admissions, matching...
In the standard two-sided matching models, agents on one side of the market (the institutions) can e...
We study many-to-one matchings, such as the assignment of students to colleges, where the students h...
This paper studies many-to-one matching market in which each agent's preferences not only depend on ...
We study many-to-one matching problems between institutions and individuals where an institution can...
This paper studies matching markets where institutions are matched with possibly more than one indiv...
We study many-to-one matchings, such as the assignment of students to colleges, where the students h...
In two-sided matching problems, we consider "natural" changes in prefer- ences of agents in which on...
We are very grateful to José Alcalde, Guillaume Haeringer, Flip Klijn, Joana Pais, and two anonymous...
A coalitional matching is a two-sided matching problem in which agents on each side of the market ma...
For the many-to-one matching model in which firms have substitutable and quota q-separable preferenc...
This paper discusses the strategic manipulation of stable matching mechanisms. We provide a model of...
We show that, given two matchings of which say the second is stable, if (a) no firm prefers the firs...
This paper studies two-sided many-to-one matching in which firms have complementary preferences. We ...
A stable matching disrupted by the retirement of workers or the opening, by firms, of positions is s...
Many-to-one matching markets exist in numerous different forms, such as college admissions, matching...