TY - GEN
T1 - Generalized trade reduction mechanisms
AU - Gonen, Mira
AU - Gonen, Rica
AU - Pavlov, Elan
PY - 2007
Y1 - 2007
N2 - When designing a mechanism there are several desirable properties to maintain such as incentive compatibility (IC), individual rationality (IR), and budget balance (BB). It is well known [15] that it is impossible for a mechanism to maximize social welfare whilst also being IR, IC, and BB. There have been several attempts to circumvent [15] by trading welfare for BB, e.g., in domains such as doublesided auctions[13], distributed markets[3] and supply chain problems[2, 4]. In this paper we provide a procedure called a Generalized Trade Reduction (GTR) for single-value players, which given an IR and IC mechanism, outputs a mechanism which is IR, IC and BB with a loss of welfare. We bound the welfare achieved by our procedure for a wide range of domains. In particular, our results improve on existing solutions for problems such as double sided markets with homogenous goods, distributed markets and several kinds of supply chains. Furthermore, our solution provides budget balanced mechanisms for several open problems such as combinatorial double-sided auctions and distributed markets with strategic transportation edges.
AB - When designing a mechanism there are several desirable properties to maintain such as incentive compatibility (IC), individual rationality (IR), and budget balance (BB). It is well known [15] that it is impossible for a mechanism to maximize social welfare whilst also being IR, IC, and BB. There have been several attempts to circumvent [15] by trading welfare for BB, e.g., in domains such as doublesided auctions[13], distributed markets[3] and supply chain problems[2, 4]. In this paper we provide a procedure called a Generalized Trade Reduction (GTR) for single-value players, which given an IR and IC mechanism, outputs a mechanism which is IR, IC and BB with a loss of welfare. We bound the welfare achieved by our procedure for a wide range of domains. In particular, our results improve on existing solutions for problems such as double sided markets with homogenous goods, distributed markets and several kinds of supply chains. Furthermore, our solution provides budget balanced mechanisms for several open problems such as combinatorial double-sided auctions and distributed markets with strategic transportation edges.
KW - Budget balance
KW - External competition
KW - Internal competition
KW - Trade reduction
UR - http://www.scopus.com/inward/record.url?scp=36448975481&partnerID=8YFLogxK
U2 - 10.1145/1250910.1250914
DO - 10.1145/1250910.1250914
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AN - SCOPUS:36448975481
SN - 159593653X
SN - 9781595936530
T3 - EC'07 - Proceedings of the Eighth Annual Conference on Electronic Commerce
SP - 20
EP - 29
BT - EC'07 - Proceedings of the Eighth Annual Conference on Electronic Commerce
T2 - 8th ACM Conference on Electronic Commerce, EC'07
Y2 - 11 June 2007 through 15 June 2007
ER -