Auctioning k identical items A particularly simple case of combinatorial auctions is when there are k identical items to be sold and n > k bidders who are interested in acquiring one of them. That is, each bidder has their own value for getting an item, but that value does not depend on which item and there is no additional value for acquiring more than one. In this setting VCG has a particually simple and natural form. Explain what VCG does in this setting. That is, who does it allocate items to and how much does it charge them?
Auctioning k identical items A particularly simple case of combinatorial auctions is when there are k identical items to be sold and n > k bidders who are interested in acquiring one of them. That is, each bidder has their own value for getting an item, but that value does not depend on which item and there is no additional value for acquiring more than one. In this setting VCG has a particually simple and natural form. Explain what VCG does in this setting. That is, who does it allocate items to and how much does it charge them?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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
Transcribed Image Text:Auctioning k identical items
A particularly simple case of combinatorial auctions is when there are k identical items to be sold and
n > k bidders who are interested in acquiring one of them. That is, each bidder has their own value
for getting an item, but that value does not depend on which item and there is no additional value
for acquiring more than one. In this setting VCG has a particually simple and natural form. Explain
what VCG does in this setting. That is, who does it allocate items to and how much does it charge
them?
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