textabstractThe (Shapley-Scarf) housing market is a well-studied and fundamental model of an exchange economy. Each agent owns a single house and the goal is to reallocate the houses to the agents in a mutually beneficial and stable manner. Recently, Alcalde-Unzu and Molis (2011) and Jaramillo and Manjunath (2011) independently examined housing markets in which agents can express indierences among houses.They proposed two important families of mechanisms, known as TTAS and TCR respectively. We formulate a family of mechanisms which not only includes TTAS and TCR but also satisfies many desirable properties of both families. As a corollary, we show that TCR is strict core selecting (if the strict core is non-empty). Finally, we s...
There is a wide range of economic problems that involve the exchange of indivisible goods with no mo...
This dissertation studies the problem of allocating heterogeneous indivisible goods to agents withou...
We analyze housing market models à la Shapley and Scarf with externalities in consumption; that is, ...
We study multi-type housing markets, where there are p ≥ 2 types of items, each agent is initially e...
There is a wide range of economic problems that involve the exchange of indivisible goods with no mo...
There is a wide range of economic problems involving the exchange of indivisible goods without monet...
We extend the Top-Trading-Cycles (TTC) mechanism to select strict core allocations for housing marke...
We propose a variant of the housing market model `a la Shapley and Scarf (1974) that incorporates a...
We consider a market with indivisible objects, called houses, and money. On this market, each house ...
We consider a common indivisible good allocation problem in which agents have both social and privat...
Many real-life applications of house allocation problems are dynamic. For example, in the case of on...
In this note we study the allocation and exchange of discrete resources in environments in which mon...
We introduce externalities into the classical model by Shapley and Scarf; that is, agents care about...
Many real-life applications of house allocation problems are dynamic. For example, in the case of on...
We consider multiple-type housing markets (Moulin, 1995), which extend Shapley-Scarf housing markets...
There is a wide range of economic problems that involve the exchange of indivisible goods with no mo...
This dissertation studies the problem of allocating heterogeneous indivisible goods to agents withou...
We analyze housing market models à la Shapley and Scarf with externalities in consumption; that is, ...
We study multi-type housing markets, where there are p ≥ 2 types of items, each agent is initially e...
There is a wide range of economic problems that involve the exchange of indivisible goods with no mo...
There is a wide range of economic problems involving the exchange of indivisible goods without monet...
We extend the Top-Trading-Cycles (TTC) mechanism to select strict core allocations for housing marke...
We propose a variant of the housing market model `a la Shapley and Scarf (1974) that incorporates a...
We consider a market with indivisible objects, called houses, and money. On this market, each house ...
We consider a common indivisible good allocation problem in which agents have both social and privat...
Many real-life applications of house allocation problems are dynamic. For example, in the case of on...
In this note we study the allocation and exchange of discrete resources in environments in which mon...
We introduce externalities into the classical model by Shapley and Scarf; that is, agents care about...
Many real-life applications of house allocation problems are dynamic. For example, in the case of on...
We consider multiple-type housing markets (Moulin, 1995), which extend Shapley-Scarf housing markets...
There is a wide range of economic problems that involve the exchange of indivisible goods with no mo...
This dissertation studies the problem of allocating heterogeneous indivisible goods to agents withou...
We analyze housing market models à la Shapley and Scarf with externalities in consumption; that is, ...