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An efficient single-arm Bayesian adaptive trial algorithm to evaluate de-intensified oncologic treatment.

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Trials 📖 저널 OA 94.9% 2021: 3/3 OA 2023: 3/3 OA 2024: 4/4 OA 2025: 16/16 OA 2026: 21/24 OA 2021~2026 2025 Vol.27(1) p. 34
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Zhong Y, Baskurt Z, Aminilari M, Seelisch J, Renfro LA, Castellino SM, Xu W, Hodgson D

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[BACKGROUND] In clinical trials, evaluating de-intensified oncologic treatment strategies can help reduce treatment-related toxicities while preserving patients' quality of life.

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APA Zhong Y, Baskurt Z, et al. (2025). An efficient single-arm Bayesian adaptive trial algorithm to evaluate de-intensified oncologic treatment.. Trials, 27(1), 34. https://doi.org/10.1186/s13063-025-09315-6
MLA Zhong Y, et al.. "An efficient single-arm Bayesian adaptive trial algorithm to evaluate de-intensified oncologic treatment.." Trials, vol. 27, no. 1, 2025, pp. 34.
PMID 41372997 ↗

Abstract

[BACKGROUND] In clinical trials, evaluating de-intensified oncologic treatment strategies can help reduce treatment-related toxicities while preserving patients' quality of life. However, de-intensification is typically evaluated in cancers with a low relapse rate, and if the cancer type is uncommon, a randomized trial may require an impractically extended period to accumulate sufficient events for reliable inferential conclusions.

[METHOD] This paper introduces a Bayesian adaptive method for the single-arm trial design that provides efficient analysis of survival data under these constraints. By incorporating data from previous studies to establish prior knowledge and a historical control arm, this approach enables robust and accurate estimations and predictions for trial design, sample size determination, and inferential decision-making. To support the implementation of this method, we developed an R package called "BayesAT," which offers significant flexibility in modelling and supports multi-stage interim analyses, particularly for evaluating de-intensified oncologic treatments.

[RESULT] Our approach is validated through comprehensive simulation studies and sensitivity analyses. Additionally, this algorithm has been applied to a pediatric Hodgkin lymphoma trial, showcasing its capability to effectively leverage information from previous studies and conduct interim analyses that expedite conclusions regarding treatment efficacy.

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