The Shapley Value of Tuples in Query Answering

Ester Livshits, L. Bertossi, B. Kimelfeld, Moshe Sebag
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引用次数: 39

Abstract

We investigate the application of the Shapley value to quantifying the contribution of a tuple to a query answer. The Shapley value is a widely known numerical measure in cooperative game theory and in many applications of game theory for assessing the contribution of a player to a coalition game. It has been established already in the 1950s, and is theoretically justified by being the very single wealth-distribution measure that satisfies some natural axioms. While this value has been investigated in several areas, it received little attention in data management. We study this measure in the context of conjunctive and aggregate queries by defining corresponding coalition games. We provide algorithmic and complexity-theoretic results on the computation of Shapley-based contributions to query answers; and for the hard cases we present approximation algorithms.
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查询应答中元组的Shapley值
我们研究了Shapley值在量化元组对查询答案的贡献方面的应用。Shapley值是合作博弈论中一个广为人知的数值度量,在博弈论的许多应用中用于评估参与者对联盟博弈的贡献。它早在20世纪50年代就被建立起来了,从理论上讲,它是一种满足某些自然公理的单一财富分配方法。虽然这个值已经在几个领域进行了研究,但它在数据管理中很少受到关注。我们通过定义相应的联盟对策,在连接查询和聚合查询的背景下研究了这一度量。我们提供了基于shapley的查询答案贡献计算的算法和复杂性理论结果;对于困难的情况,我们提出了近似算法。
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