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Targeted maximum likelihood estimation for a binary treatment: A tutorial

Bootstrap inference when using multiple imputation

For many analyses, it is common to use both bootstrapping and multiple imputation (MI): MI to address missing data and bootstrapping to obtain standard errors. For example, when using the g-formula in causal inference, bootstrapping is required to obtain standard errors; however, the data may be multiply imputed due to missing (baseline) data in the population of interest.

Assessing the risk of dolutegravir for women of childbearing potential

Introduction to Statistics and Data Analysis - With Exercises, Solutions and Applications in R

Our introcutory book contains a comprehensive and thorough overview of fundamental statistical concepts such as hypothesis testing, inference and regression; and each chapter is accompanied by a wealth of exercises and solutions.

Simultaneous Treatment of Missing Data and Measurement Error in HIV Research Using Multiple Overimputation

Model selection and model averaging after multiple imputation

Non-ignorable loss to follow-up: correcting mortality estimates based on additional outcome ascertainment

Shrinkage averaging estimation