For the cooperative production problem where the commons is a one dimensional convex cost function, I propose the residual mechanism to implement the efficient production level . In contrast to the familiar cost sharing methods such as serial, average and incremental, the residual mechanism may subsidize an agent with a null demand. IFor a large class of smooth cost functions, the residual mechanism generates a budget surplus that is, even in the worst case, vanishes as 1/logn where n is the number of participants. Compare with the serial, average and incremental mechanisms, of which the budget surplus, in the worst case, converges to the efficient surplus as n grows. The second problem is the assignment among n agents of p identical obje...
We address the problem of designing efficient mechanisms that never yield revenue, instead requiring...
We study mechanism design for combinatorial cost sharing models. Imagine that multiple items or serv...
Two agents jointly operate a decreasing marginal returns technology to produce a private good. We ch...
For the cooperative production problem where the commons is a one dimensional convex cost function, ...
We consider the problem of cost sharing in the presence of increasing returns to scale and potential...
A VCG mechanism to assign p identical objects is feasible is cash transfers yield no deficit. The ef...
We study the problem of allocating m identical items among n>m agents with unit demand and privat...
A service is produced for a set of agents. The service is binary, each agent either receives service...
For a convex technology C we characterize cost sharing games where the Nash equilibrium demands maxi...
We characterize the sharing rule for which a contribution mechanism achieves efficiency in a cooper...
We survey recent axiomatic results in the theory of cost-sharing. In this litterature, a method comp...
We study mechanism design where the objective is to maximize the residual surplus, i.e., the total v...
Suppose that a group of individuals owns collectively a technology which produces a consumption good...
We study mechanism design for combinatorial cost sharing models. Imagine that multiple items or serv...
Each one of n users consumes an idiosyncratic commodity produced in indivisible units. The n commodi...
We address the problem of designing efficient mechanisms that never yield revenue, instead requiring...
We study mechanism design for combinatorial cost sharing models. Imagine that multiple items or serv...
Two agents jointly operate a decreasing marginal returns technology to produce a private good. We ch...
For the cooperative production problem where the commons is a one dimensional convex cost function, ...
We consider the problem of cost sharing in the presence of increasing returns to scale and potential...
A VCG mechanism to assign p identical objects is feasible is cash transfers yield no deficit. The ef...
We study the problem of allocating m identical items among n>m agents with unit demand and privat...
A service is produced for a set of agents. The service is binary, each agent either receives service...
For a convex technology C we characterize cost sharing games where the Nash equilibrium demands maxi...
We characterize the sharing rule for which a contribution mechanism achieves efficiency in a cooper...
We survey recent axiomatic results in the theory of cost-sharing. In this litterature, a method comp...
We study mechanism design where the objective is to maximize the residual surplus, i.e., the total v...
Suppose that a group of individuals owns collectively a technology which produces a consumption good...
We study mechanism design for combinatorial cost sharing models. Imagine that multiple items or serv...
Each one of n users consumes an idiosyncratic commodity produced in indivisible units. The n commodi...
We address the problem of designing efficient mechanisms that never yield revenue, instead requiring...
We study mechanism design for combinatorial cost sharing models. Imagine that multiple items or serv...
Two agents jointly operate a decreasing marginal returns technology to produce a private good. We ch...