Leveraging Transitive Relations for Crowdsourced Joins

TL;DR

This paper introduces a hybrid approach that leverages transitive relations to minimize crowdsourcing efforts in join queries, significantly reducing costs and time while maintaining high result quality.

Contribution

It proposes a novel framework that utilizes transitive relations to optimize crowdsourced join labeling, including an optimal and heuristic labeling order, with efficient parallel algorithms.

Findings

Reduces crowdsourcing costs by leveraging transitive relations.

Achieves significant time savings with minimal quality loss.

Validated through simulations and real crowdsourcing experiments.

Abstract

The development of crowdsourced query processing systems has recently attracted a significant attention in the database community. A variety of crowdsourced queries have been investigated. In this paper, we focus on the crowdsourced join query which aims to utilize humans to find all pairs of matching objects from two collections. As a human-only solution is expensive, we adopt a hybrid human-machine approach which first uses machines to generate a candidate set of matching pairs, and then asks humans to label the pairs in the candidate set as either matching or non-matching. Given the candidate pairs, existing approaches will publish all pairs for verification to a crowdsourcing platform. However, they neglect the fact that the pairs satisfy transitive relations. As an example, if $o_1$ matches with $o_2$, and $o_2$ matches with $o_3$, then we can deduce that $o_1$ matches with $o_3$ without needing to crowdsource $(o_1, o_3)$. To this end, we study how to leverage transitive relations for crowdsourced joins. We propose a hybrid transitive-relations and crowdsourcing labeling framework which aims to crowdsource the minimum number of pairs to label all the candidate pairs. We prove the optimal labeling order in an ideal setting and propose a heuristic labeling order in practice. We devise a parallel labeling algorithm to efficiently crowdsource the pairs following the order. We evaluate our approaches in both simulated environment and a real crowdsourcing platform. Experimental results show that our approaches with transitive relations can save much more money and time than existing methods, with a little loss in the result quality.