4.7 Article

Adjustment for energy intake in nutritional research: a causal inference perspective

Journal

AMERICAN JOURNAL OF CLINICAL NUTRITION
Volume 115, Issue 1, Pages 189-198

Publisher

ELSEVIER SCIENCE INC
DOI: 10.1093/ajcn/nqab266

Keywords

nutritional epidemiology; estimand; causal inference; compositional data; directed acyclic graphs

Funding

  1. Alan Turing Institute [EP/N510129/1]

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This study clarified the different causal estimands and interpretations of four commonly used models for estimating the causal effect of a dietary component on an outcome. It was found that adjusting for all dietary components simultaneously can lead to more accurate estimates of causal effects.
Background: Four models are commonly used to adjust for energy intake when estimating the causal effect of a dietary component on an outcome: 1) the standard model adjusts for total energy intake, 2) the energy partition model adjusts for remaining energy intake, 3) the nutrient density model rescales the exposure as a proportion of total energy, and 4) the residual model indirectly adjusts for total energy by using a residual. It remains underappreciated that each approach evaluates a different estimand and only partially accounts for confounding by common dietary causes. Objectives: We aimed to clarify the implied causal estimand and interpretation of each model and evaluate their performance in reducing dietary confounding. Methods: Semiparametric directed acyclic graphs and Monte Carlo simulations were used to identify the estimands and interpretations implied by each model and explore their performance in the absence or presence of dietary confounding. Results: The standard model and the mathematically identical residual model estimate the average relative causal effect (i.e., a substitution effect) but provide biased estimates even in the absence of confounding. The energy partition model estimates the total causal effect but only provides unbiased estimates in the absence of confounding or when all other nutrients have equal effects on the outcome. The nutrient density model has an obscure interpretation but attempts to estimate the average relative causal effect rescaled as a proportion of total energy. Accurate estimates of both the total and average relative causal effects may instead be derived by simultaneously adjusting for all dietary components, an approach we term the all-components model. Conclusions: Lack of awareness of the estimand differences and accuracy of the 4 modeling approaches may explain some of the apparent heterogeneity among existing nutritional studies. This raises serious questions regarding the validity of meta-analyses where different estimands have been inappropriately pooled.

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