Abstract

BackgroundTreatment switching is common in randomised trials of oncology treatments, with control group patients switching onto the experimental treatment during follow-up. This distorts an intention-to-treat comparison of the treatments under investigation. Two-stage estimation (TSE) can be used to estimate counterfactual survival times for patients who switch treatments – that is, survival times that would have been observed in the absence of switching. However, when switchers do not die during the study, counterfactual censoring times are estimated, inducing informative censoring. Re-censoring is usually applied alongside TSE to resolve this problem, but results in lost longer-term information – a major concern if the objective is to estimate long-term treatment effects, as is usually the case in health technology assessment. Inverse probability of censoring weights (IPCW) represents an alternative technique for addressing informative censoring but has not before been combined with TSE. We aim to determine whether combining TSE with IPCW (TSEipcw) represents a valid alternative to re-censoring.MethodsWe conducted a simulation study to compare TSEipcw to TSE with and without re-censoring. We simulated 48 scenarios where control group patients could switch onto the experimental treatment, with switching affected by prognosis. We investigated various switching proportions, treatment effects, survival function shapes, disease severities and switcher prognoses. We assessed the alternative TSE applications according to their estimation of control group restricted mean survival (RMST) that would have been observed in the absence of switching up to the end of trial follow-up.ResultsTSEipcw performed well when its weights had a low coefficient of variation, but performed poorly when the coefficient of variation was high. Re-censored analyses usually under-estimated control group RMST, whereas non-re-censored analyses usually produced over-estimates, with bias more serious when the treatment effect was high. In scenarios where TSEipcw performed well, it produced low bias that was often between the two extremes associated with the re-censoring and non-recensoring options.ConclusionsTreatment switching adjustment analyses using TSE should be conducted with re-censoring, without re-censoring, and with IPCW to explore the sensitivity in results to these application options. This should allow analysts and decision-makers to better interpret the results of adjustment analyses.

Highlights

  • Treatment switching is common in randomised trials of oncology treatments, with control group patients switching onto the experimental treatment during follow-up

  • In this paper we investigate the use of Inverse probability of censoring weights (IPCW) combined with Two-stage estimation (TSE) instead of re-censoring, to estimate counterfactual survival times in the presence of treatment switching in an Randomised controlled trial (RCT) context

  • We focus on the problem typically seen in health technology assessment (HTA) [1,2,3,4,5, 7, 9, 10], whereby a subset of control group patients switch onto the experimental treatment after disease progression and we wish to estimate what survival would have been in the control group as a whole had this switching not occurred

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Summary

Introduction

Treatment switching is common in randomised trials of oncology treatments, with control group patients switching onto the experimental treatment during follow-up. In oncology trials patients randomised to the control group are often permitted to switch onto the experimental treatment during trial follow-up This is problematic because it prevents a standard intention-to-treat (ITT) analysis from providing the distinct comparison of randomised treatments that is usually required in HTA. Different applications of the same over-arching method can lead to important differences in results and decision-makers may be concerned about the reliability of analyses presented to them – and, possibly, whether application choices have been made to produce results most favourable to the new treatment This problem is inhibiting the usefulness of adjustment methods in health care decision making

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