Query learning models from computational learning theory (CLT) can be adopted to perform elicitation in combinatorial auctions. Indeed, a recent elicitation framework demonstrated that the equivalence queries of CLT can be usefully simulated with price-based demand queries. In this paper, we validate the flexibility of this framework by defining a learning algorithm for atomic bidding languages, a class that includes XOR and OR. We also handle incentives, characterizing the communication requirements of the Vickrey-Clarke-Groves outcome rule. This motivates an extension to the earlier learning framework that brings truthful responses to queries into an equilibrium.Engineering and Applied Science
A fundamental problem in building open distributed systems is to design mechanisms that compute opti...
Combinatorial auctions, where agents can submit bids on bundles of items, are economically efficien...
When attempting to design a truthful mechanism for a computationally hard problem such as combinator...
Query learning models from computational learning theory (CLT) can be adopted to perform elicitation...
Editors: Kristin Bennett and Nicolo ̀ Cesa-Bianchi In this paper we explore the relationship between...
In this paper we explore the relationship between "preference elicitation", a learning-style problem...
AbstractCombinatorial auctions, that is, auctions where bidders can bid on combinations of items, te...
A well-known problem in combinatorial auctions (CAs) is that the value space grows exponentially in ...
We study the computational power and limitations of iterative combinatorial auctions. Most existing ...
The focus of classic mechanism design has been on truthful direct-revelation mechanisms. In the cont...
Combinatorial auctions, which allow agents to bid directly for bundles of resources, are necessary f...
Combinatorial auctions are auction formats that allow agents to submit single bids for a set of dist...
We propose the use of logic-based preference representation languages based on weighted propositiona...
ABSTRACT We propose the use of logic-based preference representation languages based on weighted pro...
This article addresses the computational challenges of learning strong substitutes demand when given...
A fundamental problem in building open distributed systems is to design mechanisms that compute opti...
Combinatorial auctions, where agents can submit bids on bundles of items, are economically efficien...
When attempting to design a truthful mechanism for a computationally hard problem such as combinator...
Query learning models from computational learning theory (CLT) can be adopted to perform elicitation...
Editors: Kristin Bennett and Nicolo ̀ Cesa-Bianchi In this paper we explore the relationship between...
In this paper we explore the relationship between "preference elicitation", a learning-style problem...
AbstractCombinatorial auctions, that is, auctions where bidders can bid on combinations of items, te...
A well-known problem in combinatorial auctions (CAs) is that the value space grows exponentially in ...
We study the computational power and limitations of iterative combinatorial auctions. Most existing ...
The focus of classic mechanism design has been on truthful direct-revelation mechanisms. In the cont...
Combinatorial auctions, which allow agents to bid directly for bundles of resources, are necessary f...
Combinatorial auctions are auction formats that allow agents to submit single bids for a set of dist...
We propose the use of logic-based preference representation languages based on weighted propositiona...
ABSTRACT We propose the use of logic-based preference representation languages based on weighted pro...
This article addresses the computational challenges of learning strong substitutes demand when given...
A fundamental problem in building open distributed systems is to design mechanisms that compute opti...
Combinatorial auctions, where agents can submit bids on bundles of items, are economically efficien...
When attempting to design a truthful mechanism for a computationally hard problem such as combinator...