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A Measurement Error Approach to Assess the Association between Dietary Diversity Nutrient Intake and Mean Probability of Adequacy

机译:评估饮食多样性营养摄入量和平均充足率之间的关联的测量误差方法

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摘要

Collection of dietary intake information requires time-consuming and expensive methods, making it inaccessible to many resource-poor countries. Quantifying the association between simple measures of usual dietary diversity and usual nutrient intake/adequacy would allow inferences to be made about the adequacy of micronutrient intake at the population level for a fraction of the cost. In this study, we used secondary data from a dietary intake study carried out in Bangladesh to assess the association between 3 food group diversity indicators (FGI) and calcium intake; and the association between these same 3 FGI and a composite measure of nutrient adequacy, mean probability of adequacy (MPA). By implementing Fuller’s error-in-the-equation measurement error model (EEM) and simple linear regression (SLR) models, we assessed these associations while accounting for the error in the observed quantities. Significant associations were detected between usual FGI and usual calcium intakes, when the more complex EEM was used. The SLR model detected significant associations between FGI and MPA as well as for variations of these measures, including the best linear unbiased predictor. Through simulation, we support the use of the EEM. In contrast to the EEM, the SLR model does not account for the possible correlation between the measurement errors in the response and predictor. The EEM performs best when the model variables are not complex functions of other variables observed with error (e.g. MPA). When observation days are limited and poor estimates of the within-person variances are obtained, the SLR model tends to be more appropriate.
机译:收集饮食摄入信息需要耗时且昂贵的方法,这使许多资源匮乏的国家无法使用它。量化日常饮食多样性的简单度量与日常营养摄入/充足之间的关联,就可以推断出在人群水平上微量营养摄入的充足性,而费用只是其中的一小部分。在这项研究中,我们使用了在孟加拉国进行的饮食摄入研究的二级数据,以评估3种食物组多样性指标(FGI)与钙摄入之间的关联。以及这三个相同的FGI与营养物充足性的综合衡量指标之间的关联,即平均充足率(MPA)。通过实施Fuller的等值误差计量误差模型(EEM)和简单线性回归(SLR)模型,我们在评估观察到的误差的同时评估了这些关联。当使用更复杂的EEM时,在通常的FGI和通常的钙摄入量之间检测到显着关联。 SLR模型检测到FGI和MPA之间的显着关联以及这些度量的变化,包括最佳的线性无偏预测因子。通过仿真,我们支持EEM的使用。与EEM相比,SLR模型没有考虑响应和预测变量中的测量误差之间的可能相关性。当模型变量不是其他有误差的变量(例如MPA)的复杂函数时,EEM的效果最佳。当观察天有限并且无法获得人际差异的估计时,SLR模型往往更合适。

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