2015
DOI: 10.1158/2326-6066.cir-15-0260
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Statistical Challenges in the Design of Late-Stage Cancer Immunotherapy Studies

Abstract: The past several years have witnessed a revival of interest in cancer immunology and immunotherapy owing to striking immunologic and clinical responses to immune-directed anticancer therapies and leading to the selection of "Cancer Immunotherapy" as the 2013 Breakthrough of the Year by Science. But statistical challenges exist at all phases of clinical development. In phase III trials of immunotherapies, survival curves have been shown to demonstrate delayed clinical effects, as well as long-term survival. The… Show more

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Cited by 47 publications
(57 citation statements)
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“…This indicates deviations from the most commonly used standard model, with proportional hazards assumption that the hazard ratio of the investigational arm versus the control arm is constant over time. The delay in benefit may lead to substantial loss of statistical power, thus reducing the ability to detect the effect if the trial uses conventional calculation of required events based on proportional hazards assumption (7779). …”
Section: Traditional Endpointsmentioning
confidence: 99%
“…This indicates deviations from the most commonly used standard model, with proportional hazards assumption that the hazard ratio of the investigational arm versus the control arm is constant over time. The delay in benefit may lead to substantial loss of statistical power, thus reducing the ability to detect the effect if the trial uses conventional calculation of required events based on proportional hazards assumption (7779). …”
Section: Traditional Endpointsmentioning
confidence: 99%
“…In this paper, we consider the special case that there is only one change point τ (ie, a fixed delay ends at τ ) and the hazard ratios are r 1 = 1 and r 2 = r before and after the delay, respectively. In this case, the model reduces to S1(t)=S0false(tfalse),tτS0false(τfalse)1r·S0false(tfalse)r,tτ. The above 2‐piece PPHM was used in Xu et al to derive an optimal weighted log‐rank test, when a fixed delay time was present but not a cure rate. Proportional hazards cure rate modelTo incorporate a cure rate into the PHM, a PHCRM was proposed in Kim and Gray and applied in Chen and Mick and Chen . The PHCRM assumes that patients taking the control are potentially cured from the cancer with a probability of π 0 .…”
Section: Piece‐wise Proportional Hazards Cure Rate Model With Random mentioning
confidence: 99%
“…However, the PH cure model assumes a proportional hazard ratio only for the conditional survival functions of the noncured patients and does not specify any relationship between the cure rates of the 2 groups. In the PH cure model, the survival function for the experimental treatment group is S1false(tfalse)=π1+false(1π1false)S0false(tfalse)r. Piece‐wise proportional hazards cure rate model with fixed delay timeTo incorporate both a cure rate and a fixed delay time, a PPHCRM was applied in Chen and Mick and Chen by combining the PPHM and PHCRM. The model assumes that the survival function S 0 ( t ) for the control group is the same as in the PHCRM S0(t)=π0+(1π0)S0(t). All patients taking the experimental treatment are assumed to have the same fixed delay time τ , after which the hazard ratio ( r ≠ 1) is constant over time.…”
Section: Piece‐wise Proportional Hazards Cure Rate Model With Random mentioning
confidence: 99%
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“…Immunotherapy, including checkpoint inhibitors, cancer vaccines, adoptive cell immunotherapy, and strategies that exploit chimeric antigen receptor engineered T cells, is rapidly emerging as a promising modality for different types of cancers (1). The early success of immune checkpoint inhibition, such as targeted therapy against cytotoxic T-lymphocyte-associated protein 4 (CTLA-4), along with programmed death-1 (PD-1) (2, 3) and the PD-1 ligand, PD-L1 (4), has drawn much attention (5).…”
Section: Introductionmentioning
confidence: 99%