This paper highlights connections between the discrete and continuous approaches to optimal auction design with single and multi-dimensional types. We provide an interpretaion of an optimal auction design problem in terms of a linear program that is an instance of a parametric shortest path problem on a lattice. We also solve some cases explicitly in the discrete framework. JEL Classification: C61, C70, D4
We explore the properties of optimal multi-dimensional auctions in a model where a single object of ...
We study an abstract optimal auction problem for a single good or service. This problem includes env...
Combinatorial auctions are auction formats that allow agents to submit single bids for a set of dist...
This thesis studies the design of Bayesian revenue-optimal auctions for a class of problems in which...
The shortest path tree problem is a classical and widely studied combinatorial problem. The scope of...
We derive exact optimal solutions for the problem of optimizing revenue in single-bidder multi-item ...
Combinatorial auctions provide an important tool for mechanism design in multi-agent systems. When i...
Research in multiagent systems and electronic commerce applications often involves the task of desig...
A classical paper of Myerson shows how to construct an optimal (revenue-maximizing) auction in a mod...
Combinatorial auctions are formulated as frustrated lattice gases on sparse random graphs, allowing ...
We apply computer science techniques to try to solve a selection of problems that arise in economics...
In combinatorial auctions the pricing problem is of main concern since it is the means by which the ...
This note characterizes revenue maximizing auctions in a single unit independent private value envir...
In combinatorial auctions the pricing problem is of main concern since it is the means by which the ...
ming, primal-dual algorithm, Vickrey auctions A combinatorial auction is a way of allocating multipl...
We explore the properties of optimal multi-dimensional auctions in a model where a single object of ...
We study an abstract optimal auction problem for a single good or service. This problem includes env...
Combinatorial auctions are auction formats that allow agents to submit single bids for a set of dist...
This thesis studies the design of Bayesian revenue-optimal auctions for a class of problems in which...
The shortest path tree problem is a classical and widely studied combinatorial problem. The scope of...
We derive exact optimal solutions for the problem of optimizing revenue in single-bidder multi-item ...
Combinatorial auctions provide an important tool for mechanism design in multi-agent systems. When i...
Research in multiagent systems and electronic commerce applications often involves the task of desig...
A classical paper of Myerson shows how to construct an optimal (revenue-maximizing) auction in a mod...
Combinatorial auctions are formulated as frustrated lattice gases on sparse random graphs, allowing ...
We apply computer science techniques to try to solve a selection of problems that arise in economics...
In combinatorial auctions the pricing problem is of main concern since it is the means by which the ...
This note characterizes revenue maximizing auctions in a single unit independent private value envir...
In combinatorial auctions the pricing problem is of main concern since it is the means by which the ...
ming, primal-dual algorithm, Vickrey auctions A combinatorial auction is a way of allocating multipl...
We explore the properties of optimal multi-dimensional auctions in a model where a single object of ...
We study an abstract optimal auction problem for a single good or service. This problem includes env...
Combinatorial auctions are auction formats that allow agents to submit single bids for a set of dist...