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M-estimation for common epidemiological measures: introduction and applied examples.


ABSTRACT: M-estimation is a statistical procedure that is particularly advantageous for some comon epidemiological analyses, including approaches to estimate an adjusted marginal risk contrast (i.e. inverse probability weighting and g-computation) and data fusion. In such settings, maximum likelihood variance estimates are not consistent. Thus, epidemiologists often resort to bootstrap to estimate the variance. In contrast, M-estimation allows for consistent variance estimates in these settings without requiring the computational complexity of the bootstrap. In this paper, we introduce M-estimation and provide four illustrative examples of implementation along with software code in multiple languages. M-estimation is a flexible and computationally efficient estimation procedure that is a powerful addition to the epidemiologist's toolbox.

SUBMITTER: Ross RK 

PROVIDER: S-EPMC10904145 | biostudies-literature | 2024 Feb

REPOSITORIES: biostudies-literature

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M-estimation for common epidemiological measures: introduction and applied examples.

Ross Rachael K RK   Zivich Paul N PN   Stringer Jeffrey S A JSA   Cole Stephen R SR  

International journal of epidemiology 20240201 2


M-estimation is a statistical procedure that is particularly advantageous for some comon epidemiological analyses, including approaches to estimate an adjusted marginal risk contrast (i.e. inverse probability weighting and g-computation) and data fusion. In such settings, maximum likelihood variance estimates are not consistent. Thus, epidemiologists often resort to bootstrap to estimate the variance. In contrast, M-estimation allows for consistent variance estimates in these settings without re  ...[more]

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