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Alexander Babanov and Wolfgang Ketter. Improving the Winner Determination Process in Multi-Agent Contracting. www.cs.umn.edu/~ketter, December 2001.
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We propose a methodology to improve the performance of the winner determination process in the MAGNET (Multi-AGent NEgotiation Testbed) research project. MAGNET agents participate in a first-price sealed-bid combinatorial auction over compound plans with precedence relations and time constraints. After the auction ends, agents solve a winner determination problem for the feasible combinations of bids submitted to the auction and award bids from the best combination. Currently there are two known implementations of the winner determination process: one is based on a Simulated Annealing (SA) and the other employs modified Integer Programming (IP) formulation. However, both SA and IP methods do not scale satisfactory with the number of bids and have solution quality issues that are common for ``brute-force'' solution concepts not designed atop the market information analysis. As the scalability problem effectively prevents the current system from exploring realistically large and sophisticated markets, we face a need to either find a better algorithm for the winner determination or improve the performance of the existing ones.
@Misc{Bab01,
title = "Improving the Winner Determination Process in Multi-Agent Contracting",
author = "Alexander Babanov and Wolfgang Ketter",
year = "2001",
month = dec,
abstract = "We propose a methodology to improve the performance of
the winner determination process in the MAGNET (Multi-AGent
NEgotiation Testbed) research project. MAGNET agents participate in
a first-price sealed-bid combinatorial auction over compound plans
with precedence relations and time constraints. After the auction
ends, agents solve a winner determination problem for the feasible
combinations of bids submitted to the auction and award bids from
the best combination. Currently there are two known implementations
of the winner determination process: one is based on a Simulated
Annealing (SA) and the other employs modified Integer Programming
(IP) formulation. However, both SA and IP methods do not scale
satisfactory with the number of bids and have solution quality
issues that are common for ``brute-force'' solution concepts not
designed atop the market information analysis. As the scalability
problem effectively prevents the current system from exploring
realistically large and sophisticated markets, we face a need to
either find a better algorithm for the winner determination or
improve the performance of the existing ones."
howpublished = {www.cs.umn.edu/~ketter},
annote = "Unrefereed",
bib2html_pubtype = {Unrefereed},
bib2html_rescat = {Trading Agents: Combinatorial Auctions},
}
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