2018
DOI: 10.1002/sim.7913
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Using marginal structural models to adjust for treatment drop‐in when developing clinical prediction models

Abstract: Clinical prediction models (CPMs) can inform decision making about treatment initiation, which requires predicted risks assuming no treatment is given. However, this is challenging since CPMs are usually derived using data sets where patients received treatment, often initiated postbaseline as “treatment drop‐ins.” This study proposes the use of marginal structural models (MSMs) to adjust for treatment drop‐in. We illustrate the use of MSMs in the CPM framework through simulation studies that represent randomi… Show more

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Cited by 43 publications
(70 citation statements)
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References 31 publications
(83 reference statements)
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“…Mendelian randomization analysis is then used to explore potential causal relationships . Marginal structural models can be used to address confounding by time‐dependent variables and has recently been applied to EHR in Sperrin et al Techniques for reducing and eliminating confounding often assume that the potential confounders are measured. When key confounders are not measured, sensitivity analyses and related statistical methods can be used to explore the impact of and to correct for potential unmeasured confounding …”
Section: Statistical Issues Related To Biobank Researchmentioning
confidence: 99%
“…Mendelian randomization analysis is then used to explore potential causal relationships . Marginal structural models can be used to address confounding by time‐dependent variables and has recently been applied to EHR in Sperrin et al Techniques for reducing and eliminating confounding often assume that the potential confounders are measured. When key confounders are not measured, sensitivity analyses and related statistical methods can be used to explore the impact of and to correct for potential unmeasured confounding …”
Section: Statistical Issues Related To Biobank Researchmentioning
confidence: 99%
“…While such bias is not a direct concern in predictive modelling, causal effects are known to be more stable and robust over time and geography [13], and also allow for counterfactual prediction, which is useful in many decision support contexts [14,15].…”
Section: Implications For Predictionmentioning
confidence: 99%
“…MSMs were developed to calculate the causal effect of a time dependent exposure on an outcome in an observational setting, where the treatment and outcome are confounded by time varying covariates. (13,14) Sperrin et al (15) have shown how MSMs can be used to adjust for 'treatment drop in', the issue of patients starting treatment during follow up in a dataset being used for risk prediction. In the absence of unmeasured confounding, they allow for the estimation of , where A denotes the entire treatment course during follow up, as opposed to .…”
Section: Msm -Overviewmentioning
confidence: 99%