2018
DOI: 10.1002/pst.1915
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On estimands and the analysis of adverse events in the presence of varying follow‐up times within the benefit assessment of therapies

Abstract: The analysis of adverse events (AEs) is a key component in the assessment of a drug's safety profile. Inappropriate analysis methods may result in misleading conclusions about a therapy's safety and consequently its benefit‐risk ratio. The statistical analysis of AEs is complicated by the fact that the follow‐up times can vary between the patients included in a clinical trial. This paper takes as its focus the analysis of AE data in the presence of varying follow‐up times within the benefit assessment of thera… Show more

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Cited by 50 publications
(70 citation statements)
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“…In the present paper, we assumed that the difference of cause-specific CIFs is the treatment effect parameter (estimand) of interest. While this is certainly true in many situations, there are various alternative definitions of treatment effect estimands for competing risk data, as discussed for example by Allignol, Beyersmann, & Schmoor (2016), Unkel et al (2019), and Lau, Cole, & Gange (2009). Commonly used ratio estimands include ratios of cause-specific hazards and ratios of the so-called subdistribution hazards, defined for example in Fine & Gray (1999) or Lau et al (2009).…”
Section: Discussionmentioning
confidence: 99%
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“…In the present paper, we assumed that the difference of cause-specific CIFs is the treatment effect parameter (estimand) of interest. While this is certainly true in many situations, there are various alternative definitions of treatment effect estimands for competing risk data, as discussed for example by Allignol, Beyersmann, & Schmoor (2016), Unkel et al (2019), and Lau, Cole, & Gange (2009). Commonly used ratio estimands include ratios of cause-specific hazards and ratios of the so-called subdistribution hazards, defined for example in Fine & Gray (1999) or Lau et al (2009).…”
Section: Discussionmentioning
confidence: 99%
“…A ratio of cause-specific hazards for the study event can be estimated based on the Cox model where the competing events are represented with a censoring indicator (Beyersmann & Scheike, 2014;Lau et al, 2009;Prentice et al, 1978). The ratios of sub-distribution hazards can be estimated based on the Fine-Gray regression model (Austin & Fine, 2017;Fine & Gray, 1999;Unkel et al, 2019). Unlike estimated differences of cause-specific CIFs that can be regarded as fully non-parametric effect estimates, hazard ratios estimated by the Cox and the Fine-Gary models assume that the respective hazard ratio parameters are time-invariant during the study period.…”
Section: Discussionmentioning
confidence: 99%
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“…Such data should be collected, even if it requires some degree of tracing for certain subjects in order to ascertain the reason for LTF. We note the increasing interest in dependent and informative LTF in randomized trials and the recent expansion of clinical trial guidelines to reflect this . Indeed, to arrive at a comprehensive understanding of disease treatment, it is desirable to collect data on life histories after LTF.…”
Section: Tracing and Extended Follow‐upmentioning
confidence: 99%
“…We note the increasing interest in dependent and informative LTF in randomized trials and the recent expansion of clinical trial guidelines to reflect this. 37 Indeed, to arrive at a comprehensive understanding of disease treatment, it is desirable to collect data on life histories after LTF. This might be done for a selected subset of study subjects, perhaps as a new study.…”
Section: Other Auxiliary Informationmentioning
confidence: 99%