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Computing the Shapley value in allocation problems: approximations and bounds, with an application to the Italian VQR research assessment program.

, , , , and . J. Exp. Theor. Artif. Intell., 30 (4): 505-524 (2018)

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Greedy Strategies and Larger Islands of Tractability for Conjunctive Queries., , and . SEBD, page 262-269. Matematicamente.it, (2016)The Tractability of the Shapley Value over Bounded Treewidth Matching Games., , and . IJCAI, page 1046-1052. ijcai.org, (2017)Computing the Shapley value in allocation problems: approximations and bounds, with an application to the Italian VQR research assessment program., , , , and . J. Exp. Theor. Artif. Intell., 30 (4): 505-524 (2018)Computing the Shapley Value in Allocation Problems: Approximations and Bounds, with an Application to the Italian VQR Research Assessment Program., , , , and . CoRR, (2017)Structural Tractability of Shapley and Banzhaf Values in Allocation Games., , and . IJCAI, page 547-553. AAAI Press, (2015)A Cooperative Vehicle Routing Platform for Logistic Management in Healthcare., , , , and . BCB, page 689-692. ACM, (2018)Computing the Shapley Value in Allocation Problems: Approximations and Bounds, with an Application to the Italian VQR Research Assessment Program., , , , and . RCRA@AI*IA, volume 1745 of CEUR Workshop Proceedings, page 27-43. CEUR-WS.org, (2016)Coalitional games induced by matching problems: Complexity and islands of tractability for the Shapley value., , and . Artif. Intell., (2020)Towards a Fair VQR with the Aid of Database (and Game) Theory., , and . SEBD, page 254-261. Matematicamente.it, (2016)Process Discovery under Precedence Constraints., , , and . TKDD, 9 (4): 32:1-32:39 (2015)