Comparing the Power of Low vs High-Precision Methods for Measuring E. coli in Drinking Water in Low-Resource Settings

IF 4.8 Q1 ENVIRONMENTAL SCIENCES
Andrea Sosa-Moreno, Gwenyth O. Lee, Zhenke Wu, S. Aya Fanny, Gabriel Trueba, Philip J. Cooper, Karen Levy and Joseph N. S. Eisenberg*, 
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Abstract

Methods to measure Escherichia coli concentrations in water vary in precision, complexity, and cost. Low-precision methods are more affordable, faster, and simpler to implement in low-resource settings but may reduce statistical power. We compared the statistical power of low- and high-precision methods using data from UNICEF’s Multiple Indicator Cluster Surveys across 11 low-income regions, and from a birth cohort study in Ecuador. Both data sets included continuous E. coli concentrations from high-precision methods, which we categorized to emulate low-precision methods outcomes. Using logistic regression, we modeled associations between water quality and two dichotomous outcomes: water treatment (treated/untreated) and water storage (stored/not stored). We compared the sample size needed to reach 80% power for detecting statistically significant differences between these groups. Power was calculated using a bootstrap-based algorithm. Compared to continuous measures, categorizing E. coli concentrations required 10–90% larger sample sizes in treatment models and about 10% in storage models, except in regions with good water quality, where similar or lower sample sizes were sufficient. Our findings indicate that low-precision methods can reliably infer associations between water practices and water quality but often require larger sample sizes, highlighting a trade-off between cost and statistical power in resource-limited settings.

Abstract Image

低资源环境下饮用水中大肠杆菌测定方法的准确度比较
测定水中大肠杆菌浓度的方法在精度、复杂性和成本上各不相同。在低资源设置中,低精度方法更经济、更快、更容易实现,但可能会降低统计能力。我们使用联合国儿童基金会在11个低收入地区开展的多指标类集调查和厄瓜多尔的一项出生队列研究的数据,比较了低精度和高精度方法的统计能力。这两个数据集都包括高精度方法的连续大肠杆菌浓度,我们将其分类以模拟低精度方法的结果。使用逻辑回归,我们模拟了水质与两个二分类结果之间的关联:水处理(处理/未处理)和水储存(储存/未储存)。我们比较了检测这些组之间具有统计学意义差异所需达到80%功率的样本量。功率计算采用基于自举的算法。与连续测量相比,在处理模型中对大肠杆菌浓度进行分类需要增加10-90%的样本量,在储存模型中需要增加10%左右的样本量,但在水质良好的地区,类似或更小的样本量就足够了。我们的研究结果表明,低精度的方法可以可靠地推断水实践和水质之间的关联,但往往需要更大的样本量,这突出了在资源有限的情况下成本和统计能力之间的权衡。
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CiteScore
5.40
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