BiasBuster: a Neural Approach for Accurate Estimation of Population Statistics using Biased Location Data.

Sepanta Zeighami, Cyrus Shahabi
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Abstract

While extremely useful (e.g., for COVID-19 forecasting and policy-making, urban mobility analysis and marketing, and obtaining business insights), location data collected from mobile devices often contain data from a biased population subset, with some communities over or underrepresented in the collected datasets. As a result, aggregate statistics calculated from such datasets (as is done by various companies including Safegraph, Google, and Facebook), while ignoring the bias, leads to an inaccurate representation of population statistics. Such statistics will not only be generally inaccurate, but the error will disproportionately impact different population subgroups (e.g., because they ignore the underrepresented communities). This has dire consequences, as these datasets are used for sensitive decision-making such as COVID-19 policymaking. This paper tackles the problem of providing accurate population statistics using such biased datasets. We show that statistical debiasing, although in some cases useful, often fails to improve accuracy. We then propose BiasBuster, a neural network approach that utilizes the correlations between population statistics and location characteristics to provide accurate estimates of population statistics. Extensive experiments on real-world data show that BiasBuster improves accuracy by up to 2 times in general and up to 3 times for underrepresented populations.

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BiasBuster:利用有偏差的位置数据准确估计人口统计数据的神经方法。
从移动设备收集到的位置数据虽然非常有用(例如,用于 COVID-19 预测和政策制定、城市交通分析和营销以及获取商业洞察力),但这些数据往往包含有偏差的人口子集,一些社区在所收集的数据集中的代表性过高或过低。因此,根据此类数据集计算出的综合统计数据(如 Safegraph、谷歌和 Facebook 等多家公司所做的)虽然忽略了偏差,但却导致人口统计数据的不准确呈现。这些统计数据不仅总体上不准确,而且错误会对不同的人口亚群造成不成比例的影响(例如,因为它们忽略了代表性不足的社区)。这将带来严重后果,因为这些数据集被用于敏感的决策,如 COVID-19 决策。本文探讨了利用此类有偏差的数据集提供准确人口统计数据的问题。我们的研究表明,尽管在某些情况下统计去重是有用的,但往往无法提高准确性。随后,我们提出了一种神经网络方法 BiasBuster,该方法利用人口统计数据与地点特征之间的相关性来提供准确的人口统计数据估计值。在真实世界数据上进行的大量实验表明,BiasBuster 在一般情况下可将准确率提高 2 倍,而对于代表性不足的人群,可将准确率提高 3 倍。
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