众包系统中在线成本敏感决策方法

Jinyang Gao, Xuan Liu, B. Ooi, Haixun Wang, Gang Chen
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引用次数: 55

摘要

通过利用人类的智慧,众包为许多具有挑战性的问题创造了各种各样的机会。例如,图像标记、自然语言处理和基于语义的信息检索等应用程序可以利用基于人群的人类计算来补充现有的计算算法。当然,在众包中,人类工作者会根据自己的知识、经验和感知来解决问题。因此,不清楚哪些问题可以通过众包来更好地解决,而不是仅仅使用传统的基于机器的方法来解决。因此,需要一种成本敏感的定量分析方法。在本文中,我们设计并实现了一种成本敏感的众包方法。我们在线估算众包工作的利润,以便那些没有未来利润的问题可以终止众包。提出了两种估算众包作业利润的模型,即线性值模型和广义非线性模型。使用这些模型,根据已经收到的答案计算特定问题获得新答案的预期利润。如果获得更多答案的边际预期利润不为正,则问题将被实时终止。我们将该方法扩展到在HIT中发布一批问题。我们使用AMT上的两个真实世界作业来评估我们提出的方法的有效性。实验结果表明,本文提出的方法优于现有的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An online cost sensitive decision-making method in crowdsourcing systems
Crowdsourcing has created a variety of opportunities for many challenging problems by leveraging human intelligence. For example, applications such as image tagging, natural language processing, and semantic-based information retrieval can exploit crowd-based human computation to supplement existing computational algorithms. Naturally, human workers in crowdsourcing solve problems based on their knowledge, experience, and perception. It is therefore not clear which problems can be better solved by crowdsourcing than solving solely using traditional machine-based methods. Therefore, a cost sensitive quantitative analysis method is needed. In this paper, we design and implement a cost sensitive method for crowdsourcing. We online estimate the profit of the crowdsourcing job so that those questions with no future profit from crowdsourcing can be terminated. Two models are proposed to estimate the profit of crowdsourcing job, namely the linear value model and the generalized non-linear model. Using these models, the expected profit of obtaining new answers for a specific question is computed based on the answers already received. A question is terminated in real time if the marginal expected profit of obtaining more answers is not positive. We extends the method to publish a batch of questions in a HIT. We evaluate the effectiveness of our proposed method using two real world jobs on AMT. The experimental results show that our proposed method outperforms all the state-of-art methods.
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