Reducing Crowdsourcing to Graphon Estimation, Statistically
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Proceedings of the TwentyFirst International Conference on Artificial Intelligence and Statistics, PMLR 84:17411750, 2018.
Abstract
Inferring the correct answers to binary tasks based on multiple noisy answers in an unsupervised manner has emerged as the canonical question for microtask crowdsourcing or more generally aggregating opinions. In graphon estimation, one is interested in estimating edge intensities or probabilities between nodes using a single snapshot of a graph realization. In the recent literature, there has been exciting development within both of these topics. In the context of crowdsourcing, the key intellectual challenge is to understand whether a given task can be more accurately denoised by aggregating answers collected from other different tasks. In the context of graphon estimation, precise information limits and estimation algorithms remain of interest. In this paper, we utilize a statistical reduction from crowdsourcing to graphon estimation to advance the stateofart for both of these challenges. We use concepts from graphon estimation to design an algorithm that achieves better performance than the majority voting scheme for a setup that goes beyond the rank one models considered in the literature. We use known lower bounds for crowdsourcing to derive lower bounds for graphon estimation.
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