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We study two combinatorial contract design models -- multi-agent and multi-action -- where a principal delegates the execution of a costly project to others.
Moral hazard and observability
B. Holmström · 1979
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S. J. Grossman and O. D. Hart · 1983
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Clique is hard to approximate within n 1-ε
J. Hastad · 1996
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A threshold of ln n for approximating set cover
U. Feige · 1998
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Combinatorial auctions with decreasing marginal utilities
B. Lehmann, D. Lehmann, and N. Nisan · 2001
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The communication requirements of efficient allocations and supporting prices
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P. Dütting, T. Ezra, M. Feldman, and T. Kesselheim · 2021
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G. Guruganesh, J. Schneider, and J. R. Wang · 2021
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C. Bechtel, S. Dughmi, and N. Patel · 2022
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Designing menus of contracts efficiently: The power of randomization
M. Castiglioni, A. Marchesi, and N. Gatti · 2022
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Optimization of scoring rules
Y. Li, J. D. Hartline, L. Shan, and Y. Wu · 2022
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Contracts with information acquisition, via scoring rules
M. Papireddygari and B. Waggoner · 2022
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Multi-agent contract design: How to commission multiple agents with individual outcomes
M. Castiglioni, A. Marchesi, and N. Gatti · 2023
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Equity pay in networked teams
K. Dasaratha, B. Golub, and A. Shah · 2023
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Y. Bechavod, C. Podimata, S. Wu, and J. Ziani · 2022
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The complexity of contracts
P. Dütting, T. Roughgarden, and I. Talgam-Cohen
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Multi-agent contracts
P. Dütting, T. Ezra, M. Feldman, and T. Kesselheim
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Combinatorial contracts beyond gross substitutes, 2023b
P. Dütting, M. Feldman, and Y. G. Tzur
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On supermodular contracts and dense subgraphs, 2023
R. D.-C. Vuong, S. Dughmi, N. Patel, and A. Prasad · 2023
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