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Determining a Bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes

BACKGROUND/AIMS: Non-inferiority trials investigate whether a novel intervention, which typically has other benefits (i.e., cheaper or safer), has similar clinical effectiveness to currently available treatments. In situations where interim evidence in a non-inferiority trial suggests that the novel...

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Autores principales: Heath, Anna, Offringa, Martin, Pechlivanoglou, Petros, Rios, Juan David, Klassen, Terry P., Poonai, Naveen, Pullenayegum, Eleanor
Formato: Online Artículo Texto
Lenguaje:English
Publicado: Elsevier 2020
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC7153169/
https://www.ncbi.nlm.nih.gov/pubmed/32300671
http://dx.doi.org/10.1016/j.conctc.2020.100561
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author Heath, Anna
Offringa, Martin
Pechlivanoglou, Petros
Rios, Juan David
Klassen, Terry P.
Poonai, Naveen
Pullenayegum, Eleanor
author_facet Heath, Anna
Offringa, Martin
Pechlivanoglou, Petros
Rios, Juan David
Klassen, Terry P.
Poonai, Naveen
Pullenayegum, Eleanor
author_sort Heath, Anna
collection PubMed
description BACKGROUND/AIMS: Non-inferiority trials investigate whether a novel intervention, which typically has other benefits (i.e., cheaper or safer), has similar clinical effectiveness to currently available treatments. In situations where interim evidence in a non-inferiority trial suggests that the novel treatment is truly inferior, ethical concerns with continuing randomisation to the “inferior” intervention are raised. Thus, if interim data indicate that concluding non-inferiority at the end of the trial is unlikely, stopping for futility should be considered. To date, limited examples are available to guide the development of stopping rules for non-inferiority trials. METHODS: We used a Bayesian predictive power approach to develop a stopping rule for futility for a trial collecting binary outcomes. We evaluated the frequentist operating characteristics of the stopping rule to ensure control of the Type I and Type II error. Our case study is the Intranasal Ketamine for Procedural Sedation trial (INK trial), a non-inferiority trial designed to assess the sedative properties of ketamine administered using two alternative routes. RESULTS: We considered implementing our stopping rule after the INK trial enrols 140 patients out of 560. The trial would be stopped if 12 more patients experience a failure on the novel treatment compared to standard care. This trial has a type I error rate of 2.2% and a power of 80%. CONCLUSIONS: Stopping for futility in non-inferiority trials reduces exposure to ineffective treatments and preserves resources for alternative research questions. Futility stopping rules based on Bayesian predictive power are easy to implement and align with trial aims. TRIAL REGISTRATION: ClinicalTrials.gov NCT02828566 July 11, 2016.
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spelling pubmed-71531692020-04-16 Determining a Bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes Heath, Anna Offringa, Martin Pechlivanoglou, Petros Rios, Juan David Klassen, Terry P. Poonai, Naveen Pullenayegum, Eleanor Contemp Clin Trials Commun Article BACKGROUND/AIMS: Non-inferiority trials investigate whether a novel intervention, which typically has other benefits (i.e., cheaper or safer), has similar clinical effectiveness to currently available treatments. In situations where interim evidence in a non-inferiority trial suggests that the novel treatment is truly inferior, ethical concerns with continuing randomisation to the “inferior” intervention are raised. Thus, if interim data indicate that concluding non-inferiority at the end of the trial is unlikely, stopping for futility should be considered. To date, limited examples are available to guide the development of stopping rules for non-inferiority trials. METHODS: We used a Bayesian predictive power approach to develop a stopping rule for futility for a trial collecting binary outcomes. We evaluated the frequentist operating characteristics of the stopping rule to ensure control of the Type I and Type II error. Our case study is the Intranasal Ketamine for Procedural Sedation trial (INK trial), a non-inferiority trial designed to assess the sedative properties of ketamine administered using two alternative routes. RESULTS: We considered implementing our stopping rule after the INK trial enrols 140 patients out of 560. The trial would be stopped if 12 more patients experience a failure on the novel treatment compared to standard care. This trial has a type I error rate of 2.2% and a power of 80%. CONCLUSIONS: Stopping for futility in non-inferiority trials reduces exposure to ineffective treatments and preserves resources for alternative research questions. Futility stopping rules based on Bayesian predictive power are easy to implement and align with trial aims. TRIAL REGISTRATION: ClinicalTrials.gov NCT02828566 July 11, 2016. Elsevier 2020-04-08 /pmc/articles/PMC7153169/ /pubmed/32300671 http://dx.doi.org/10.1016/j.conctc.2020.100561 Text en © 2020 The Authors http://creativecommons.org/licenses/by-nc-nd/4.0/ This is an open access article under the CC BY-NC-ND license (http://creativecommons.org/licenses/by-nc-nd/4.0/).
spellingShingle Article
Heath, Anna
Offringa, Martin
Pechlivanoglou, Petros
Rios, Juan David
Klassen, Terry P.
Poonai, Naveen
Pullenayegum, Eleanor
Determining a Bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes
title Determining a Bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes
title_full Determining a Bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes
title_fullStr Determining a Bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes
title_full_unstemmed Determining a Bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes
title_short Determining a Bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes
title_sort determining a bayesian predictive power stopping rule for futility in a non-inferiority trial with binary outcomes
topic Article
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC7153169/
https://www.ncbi.nlm.nih.gov/pubmed/32300671
http://dx.doi.org/10.1016/j.conctc.2020.100561
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