面向不同用户群体的众包

Sara Cohen, Moran Yashinski
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引用次数: 7

摘要

当众包以实现某些目标或收集信息时,选择一个多样化的用户团队有一个明显的优势。过去的研究已经显示了工作场所多样性的优势,因为团队成员带来了不同的观点和观点。同样,在从人群中选择用户时,必须考虑用户的多样性。本文研究了多元团队组成问题。更准确地说,我们得到了一组必需的技能,以及一大群人,每个人都有一些技能的子集。目标是组成一个满足技能的团队,这也是多样化的,正如团队成员特征的差异所反映的那样(例如,性别,种族,居住国家,经济阶层)。我们表明,找到一个最优(多样化)的团队是一个np完全问题。在实践中,候选人的数量很可能会强烈地支配技能和特征的数量。因此,我们提供了一种算法,该算法返回最优解,同时运行的时间与候选人的数量无关(但与技能和特征的数量呈指数关系)。我们还提供了一种多项式逼近最优队形的方法,将其简化为具有矩阵约束的次模函数最大化问题。大量的实验显示了我们的方法的可伸缩性和返回的解决方案的质量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Crowdsourcing with Diverse Groups of Users
When crowdsourcing to achieve some goal, or to gather information, there is a distinct advantage to choosing a diverse team of users. Past research has shown the advantages of diversity in the workplace, as team members bring different perspectives and points of view. Similarly, when choosing users from a crowd, user diversity must be taken into consideration. This paper studies the diverse team formation problem. More precisely, we are given a set of required skills, as wells as a large set of people, each of who has some subset of the skills. The goal is to form a team satisfying the skills, that is also diverse, as is reflected by differences in the characteristics of team members (e.g., gender, race, country of residence, economic bracket). We show that finding an optimal (diverse) team of people is an NP-complete problem. In practice, the number of candidates is likely to strongly dominate the number of skills and characteristics. Hence, we provide an algorithm that returns an optimal solution, while running in time that is indifferent to the number of candidates (but is exponential in the number of skills and characteristics). We also provide a polynomial method for approximating optimal team formation by a reduction to the problem of submodular function maximization with a matroid constraint. Extensive experimentation shows both scalability of our methods, and the quality of the solutions returned.
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