دورية أكاديمية

Group sequential design with maximin efficiency robust test for immunotherapy with generalized delayed treatment effect.

التفاصيل البيبلوغرافية
العنوان: Group sequential design with maximin efficiency robust test for immunotherapy with generalized delayed treatment effect.
المؤلفون: Li B; Research Center of Biostatistics and Computational Pharmacy, China Pharmaceutical University, Nanjing, China., Zhang J; Research Center of Biostatistics and Computational Pharmacy, China Pharmaceutical University, Nanjing, China., Yang W; Research Center of Biostatistics and Computational Pharmacy, China Pharmaceutical University, Nanjing, China., Su L; Research Center of Biostatistics and Computational Pharmacy, China Pharmaceutical University, Nanjing, China., Yan F; Research Center of Biostatistics and Computational Pharmacy, China Pharmaceutical University, Nanjing, China.
المصدر: Pharmaceutical statistics [Pharm Stat] 2024 Jan-Feb; Vol. 23 (1), pp. 107-133. Date of Electronic Publication: 2023 Oct 19.
نوع المنشور: Clinical Trial; Journal Article; Research Support, Non-U.S. Gov't
اللغة: English
بيانات الدورية: Publisher: Wiley Country of Publication: England NLM ID: 101201192 Publication Model: Print-Electronic Cited Medium: Internet ISSN: 1539-1612 (Electronic) Linking ISSN: 15391604 NLM ISO Abbreviation: Pharm Stat Subsets: MEDLINE
أسماء مطبوعة: Original Publication: Chichester, UK : Wiley, c2002-
مواضيع طبية MeSH: Immunotherapy*/methods , Treatment Delay*, Humans ; Computer Simulation ; Research Design ; Sample Size
مستخلص: The delayed treatment effect is a common feature of immunotherapy, characterized by a gradual onset of action ranging from no effect to full effect. In this study, we propose a generalized delayed treatment effect function to depict the delayed effective process precisely and flexibly. To reduce potential power loss caused by the delayed treatment effect in a group sequential trial, we employ the maximin efficiency robust test, which enhances power robustness across a range of possible delays. We present novel approaches based on the Markov chain method for determining group sequential boundaries, calculating the power function, and estimating the maximum sample size through iterative regressions between the square root of the maximum sample size and the normal quantile of power. Extensive simulation studies validate the effectiveness of our approaches, particularly in balanced trials, demonstrating the validity of group sequential boundaries and the accuracy of maximum sample size estimations. Additionally, we utilize a real trial as an example to compare our considered trial with group sequential trials using the log-rank and generalized piecewise weighted log-rank tests. The results show significantly reduced maximum sample sizes, highlighting the economic advantage of our approach.
(© 2023 John Wiley & Sons Ltd.)
References: Hoos A, Eggermont AMM, Janetzki S, et al. Improved endpoints for cancer immunotherapy trials. J Natl Cancer Inst. 2010;102(18):1388-1397.
Kantoff PW, Higano CS, Shore ND, et al. Sipuleucel-T immunotherapy for castration-resistant prostate cancer. N Engl J Med. 2010;363(5):411-422.
Hodi FS, O'Day SJ, McDermott DF, et al. Improved survival with Ipilimumab in patients with metastatic melanoma. N Engl J Med. 2010;363(8):711-723.
Robert C, Thomas L, Bondarenko I, et al. Ipilimumab plus Dacarbazine for previously untreated metastatic melanoma. N Engl J Med. 2011;364(26):2517-2526.
Brahmer J, Reckamp KL, Baas P, et al. Nivolumab versus docetaxel in advanced squamous-cell non-Small-cell lung cancer. N Engl J Med. 2015;373(2):123-135.
Cox D. Regression models and life tables. J Royal Stat Soc (Series B). 1972;34(2):187-220.
Alexander BM, Schoenfeld JD, Trippa L. Hazards of Hazard ratios: deviations from model assumptions in immunotherapy. N Engl J Med. 2018;378(12):1158-1159.
Xu Z, Zhen B, Park Y, Zhu B. Designing therapeutic cancer vaccine trials with delayed treatment effect. Stat Med. 2017;36(4):592-605.
Hasegawa T. Sample size determination for the weighted log-rank test with the Fleming-Harrington class of weights in cancer vaccine studies. Pharm Stat. 2014;13(2):128-135.
Liu S, Chu C, Rong A. Weighted log-rank test for time-to-event data in immunotherapy trials with random delayed treatment effect and cure rate. Pharm Stat. 2018;17(5):541-554.
Li B, Su L, Gao J, Jiang L, Yan F. A group sequential design and sample size estimation for an immunotherapy trial with a delayed treatment effect. Stat Methods Med Res. 2021;30(3):904-915.
Ye T, Yu M. A robust approach to sample size calculation in cancer immunotherapy trials with delayed treatment effect. Biometrics. 2018;74(4):1292-1300.
Schoenfeld D. The asymptotic properties of nonparametric Tests for comparing survival distributions. Biometrika. 1981;68(1):316-319.
Jennison C, Turnbull BW. Group Sequential Methods with Applications to Clinical Trials. CRC Press; 1999.
Zhang J, Pulkstenis E. Sample size and power of survival trials in group sequential design with delayed treatment effect. Stat Biopharmaceut Res. 2016;8(3):268-275.
Tsiatis AA. Repeated significance testing for a general class of statistics used in censored survival analysis. J Am Stat Assoc. 1982;77(380):855-861.
Brummel SS, Gillen DL. Flexibly monitoring group sequential survival trials when testing is based upon a weighted log-rank statistic. Seq Anal. 2014;33(1):39-59.
Sugimoto T, Hamasaki T, Evans SR, Halabi S. Group-sequential logrank methods for trial designs using bivariate noncompeting event-time outcomes. Lifetime Data Anal. 2020;26(2):266-291.
Hasegawa T. Group sequential monitoring based on the weighted log-rank test statistic with the Fleming-Harrington class of weights in cancer vaccine studies. Pharm Stat. 2016;15(5):412-419.
Kundu MG, Sarkar J. On information fraction for Fleming-Harrington type weighted log-rank tests in a group-sequential clinical trial design. Stat Med. 2021;40(10):2321-2338.
Pocock SJ. Group sequential methods in the design and analysis of clinical trials. Biometrika. 1977;64(2):191-199.
O'Brien PC, Fleming TR. A multiple testing procedure for clinical trials. Biometrics. 1979;35(3):549-556.
Lan KKG, DeMets DL. Discrete sequential boundaries for clinical trials. Biometrika. 1983;70(3):659-663.
Prior TJ. Group sequential monitoring based on the maximum of weighted log-rank statistics with the Fleming-Harrington class of weights in oncology clinical trials. Stat Methods Med Res. 2020;29(12):3525-3532.
Ding X, Wu J. Designing cancer immunotherapy trials with delayed treatment effect using maximin efficiency robust statistics. Pharm Stat. 2020;19(4):424-435.
Lakatos E. Sample sizes based on the log-rank statistic in complex clinical trials. Biometrics. 1988;44(1):229-241.
Lakatos E. Designing complex group sequential survival trials. Stat Biopharm Res. 2002;21(14):1969-1989.
Armitage P, McPherson CK, Rowe BC. Repeated significance tests on accumulating data. J Royal Stat Soc Series A (General). 1969;132(2):235-244.
Wei J, Wu JR. Cancer immunotherapy trial design with cure rate and delayed treatment effect. Stat Med. 2020;39(6):698-708.
Wu J, Wei J. Cancer immunotherapy trial design with delayed treatment effect. Pharm Stat. 2020;19(3):202-213.
Tang Y. A unified approach to power and sample size determination for log-rank tests under proportional and nonproportional hazards. Stat Methods Med Res. 2021;30(5):1211-1234.
Lan KKG, Demets DL. Group sequential procedures: calendar versus information time. Stat Med. 1989;8(10):1191-1198.
Sun S, Liu G, Lyu T, Xue F, Yeh TM, Rao S. Design considerations in clinical trials with cure rate survival data: a case study in oncology. Pharm Stat. 2018;17(2):94-104.
Li B, Su L, Ye Y, Yan F. M&M: a maximum duration design with the Maxcombo test for a group sequential trial of an immunotherapy with a random delayed treatment effect. Stat Med. 2022;41(4):815-830.
Magirr D, Burman CF. Modestly weighted logrank tests. Stat Med. 2019;38(20):3782-3790.
Posch M, Ristl R, König F. Testing and interpreting the “right” hypothesis-comment on “non-proportional hazards-an evaluation of the MaxCombo test in cancer clinical trials”. Stat Biopharmaceut Res. 2023;15(2):310-311.
Wang L, Luo X, Zheng C. A simulation-free group sequential design with max-combo tests in the presence of nonproportional hazards. Pharm Stat. 2021;20(4):879-897.
Xu Z, Park Y, Zhen B, Zhu B. Designing cancer immunotherapy trials with random treatment time-lag effect. Stat Med. 2018;37(30):4589-4609.
Kwon ED, Drake CG, Scher HI, et al. Ipilimumab versus placebo after radiotherapy in patients with metastatic castrationresistant prostate cancer that had progressed after docetaxel chemotherapy (CA184-043): a multicentre, randomised, doubleblind, phase 3 trial. Lancet Oncol. 2014;15(7):700-712.
Freedman LS. Tables of the number of patients required in clinical trials using the logrank test. Stat Med. 1982;1(2):121-129.
Phadnis MA, Mayo MS. Group sequential design for time-to-event data using the concept of proportional time. Stat Methods Med Res. 2020;29(7):1867-1890.
Xu Z, Park Y, Liu K, Zhu B. Treating non-responders: pitfalls and implications for cancer immunotherapy trial design. J Hematol Oncol. 2020;13(1):20.
Xu Z, Zhu B, Park Y. Design for immuno-oncology clinical trials enrolling both responders and nonresponders. Stat Med. 2020;39(27):3914-3936.
Mullen KM, Ardia D, Gil DL, Windover D, Cline J. DEoptim: an R package for global optimization by differential evolution. J Stat Softw. 2011;40(6):1-26.
Yung G, Liu Y. Sample size and power for the weighted log-rank test and Kaplan-meier based tests with allowance for non-proportional hazards. Biometrics. 2020;76(3):939-950.
Logrank Tests. Power Analysis and Sample Size Software. UT.NCSS, LCC; 2016.
معلومات مُعتمدة: 81973145 National Natural Science Foundation of China; 82273735 National Natural Science Foundation of China; 82304252 National Natural Science Foundation of China
فهرسة مساهمة: Keywords: general lag model; group sequential boundaries; maximum sample size; statistical power; type 1 error rate
تواريخ الأحداث: Date Created: 20231020 Date Completed: 20240205 Latest Revision: 20240509
رمز التحديث: 20240510
DOI: 10.1002/pst.2341
PMID: 37859531
قاعدة البيانات: MEDLINE
الوصف
تدمد:1539-1612
DOI:10.1002/pst.2341