2012
DOI: 10.1186/1471-2288-12-73
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Practical considerations for sensitivity analysis after multiple imputation applied to epidemiological studies with incomplete data

Abstract: BackgroundMultiple Imputation as usually implemented assumes that data are Missing At Random (MAR), meaning that the underlying missing data mechanism, given the observed data, is independent of the unobserved data. To explore the sensitivity of the inferences to departures from the MAR assumption, we applied the method proposed by Carpenter et al. (2007).This approach aims to approximate inferences under a Missing Not At random (MNAR) mechanism by reweighting estimates obtained after multiple imputation where… Show more

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Cited by 56 publications
(46 citation statements)
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“…We also tested the sensitivity to the ever‐treated exposure window by using an on‐treatment approach to follow‐up (patients were considered exposed between therapy start and 3 months after therapy stop) and, in the same analysis, restricting the therapy starts to the first of either of the therapies (ie, no previous exposure to the other therapies were allowed) in an attempt to capture only the effects of the active treatment. In post hoc analyses, we further investigated the sensitivity to large weights generated by the IPTW by limiting the maximum value of the stabilized weights to the 99th percentile of their original values and the sensitivity to the missing‐at‐random assumption of the multiple imputation, using the weighting method described by Carpenter et al with delta values chosen according to Héraud‐Bousquet et al…”
Section: Methodsmentioning
confidence: 99%
“…We also tested the sensitivity to the ever‐treated exposure window by using an on‐treatment approach to follow‐up (patients were considered exposed between therapy start and 3 months after therapy stop) and, in the same analysis, restricting the therapy starts to the first of either of the therapies (ie, no previous exposure to the other therapies were allowed) in an attempt to capture only the effects of the active treatment. In post hoc analyses, we further investigated the sensitivity to large weights generated by the IPTW by limiting the maximum value of the stabilized weights to the 99th percentile of their original values and the sensitivity to the missing‐at‐random assumption of the multiple imputation, using the weighting method described by Carpenter et al with delta values chosen according to Héraud‐Bousquet et al…”
Section: Methodsmentioning
confidence: 99%
“…The former case also meets the assumptions of most imputation methods but tends to be rare in practice. If a variable is MNAR, it may still be possible to impute, but the mechanism of missingness should be explicitly modeled and a sensitivity analysis is recommended to assess how much impact this could have on the final results [21,22]. While a statistical model of the mechanism of missingness is useful, there is no substitute for a deep familiarity with data at hand and how it was generated.…”
Section: Resultsmentioning
confidence: 99%
“…When data are MNAR, deriving unbiased effect estimates relies on incorporating corrections for the missingness mechanism (i.e., what causes people to select out of clinic-based studies). Since the missingness mechanism is almost never known, this relies on sensitivity analyses exploring a range of possible missingness mechanisms [20]. Our results can help guide such sensitivity analyses in data sets that include only clinic-based data.…”
Section: Discussionmentioning
confidence: 96%