How should students be assigned to schools? Two mechanisms have been suggested and implemented around the world: deferred acceptance (DA) and top trading cycles (TTC). These two mechanisms are widely considered excellent choices because they are strategy-proof, in addition to DA's no justified envy and TTC's Pareto optimality. We show theoretically and empirically that both mechanisms perform poorly with regard to two key desiderata such as efficiency and equality, even in large markets. In contrast, the rank-minimizing mechanism (RM) is significantly more efficient and egalitarian. It is also Pareto optimal for the students, unlike DA, and generates less justified envy than TTC
In a school choice problem each school has a priority ordering over students. These priority orderin...
This paper proposes the notion of ε-stability to conciliate Pareto efciency and fairness. We propose...
The literature on school choice assumes that families can submit a preference list over all the scho...
How should students be assigned to schools? Two mechanisms have been suggested and implemented aroun...
How should students be assigned to schools? Two mechanisms have been suggested and implemented aroun...
A particular adaptation of Gale's top trading cycles procedure to school choice, the so-called TTC m...
Abstract This paper characterizes the top trading cycles mechanism for the school choice problem. Sc...
This paper provides an `escape route' from the efficiency-equity trade-off in the School Choice prob...
In the context of school choice, we experimentally study the student-optimal stable mechanism where ...
Recently, several school districts in the US have adopted or consider adopting the Student-Optimal S...
In the context of school choice, we experimentally study the student-optimal stable mechanism where ...
Economists have extensively been studying and designing well-functioning algorithmic allocation (or ...
Truthful revelation of preferences has emerged as a desideratum in the design of school choice progr...
In the first chapter, we introduce a new matching model to mimic inter-college tuition exchange prog...
This paper proposes the notion of E-stability to conciliate Pareto efficiency and fairness. We propo...
In a school choice problem each school has a priority ordering over students. These priority orderin...
This paper proposes the notion of ε-stability to conciliate Pareto efciency and fairness. We propose...
The literature on school choice assumes that families can submit a preference list over all the scho...
How should students be assigned to schools? Two mechanisms have been suggested and implemented aroun...
How should students be assigned to schools? Two mechanisms have been suggested and implemented aroun...
A particular adaptation of Gale's top trading cycles procedure to school choice, the so-called TTC m...
Abstract This paper characterizes the top trading cycles mechanism for the school choice problem. Sc...
This paper provides an `escape route' from the efficiency-equity trade-off in the School Choice prob...
In the context of school choice, we experimentally study the student-optimal stable mechanism where ...
Recently, several school districts in the US have adopted or consider adopting the Student-Optimal S...
In the context of school choice, we experimentally study the student-optimal stable mechanism where ...
Economists have extensively been studying and designing well-functioning algorithmic allocation (or ...
Truthful revelation of preferences has emerged as a desideratum in the design of school choice progr...
In the first chapter, we introduce a new matching model to mimic inter-college tuition exchange prog...
This paper proposes the notion of E-stability to conciliate Pareto efficiency and fairness. We propo...
In a school choice problem each school has a priority ordering over students. These priority orderin...
This paper proposes the notion of ε-stability to conciliate Pareto efciency and fairness. We propose...
The literature on school choice assumes that families can submit a preference list over all the scho...