ONCOSTAT Team CESP INSERM U1018, Univ. Paris-Saclay and Biostatistics and Epidemiology department, Gustave Roussy Cancer Center, Villejuif, France.
Department of Mathematics and Statistics, Lancaster University, Lancaster, UK.
Clin Trials. 2020 Oct;17(5):522-534. doi: 10.1177/1740774520932130. Epub 2020 Jul 7.
BACKGROUND/AIMS: In oncology, new combined treatments make it difficult to order dose levels according to monotonically increasing toxicity. New flexible dose-finding designs that take into account uncertainty in dose levels ordering were compared with classical designs through simulations in the setting of the monotonicity assumption violation. We give recommendations for the choice of dose-finding design.
Motivated by a clinical trial for patients with high-risk neuroblastoma, we considered designs that require a monotonicity assumption, the Bayesian Continual Reassessment Method, the modified Toxicity Probability Interval, the Bayesian Optimal Interval design, and designs that relax monotonicity assumption, the Bayesian Partial Ordering Continual Reassessment Method and the No Monotonicity Assumption design. We considered 15 scenarios including monotonic and non-monotonic dose-toxicity relationships among six dose levels.
The No Monotonicity Assumption and Partial Ordering Continual Reassessment Method designs were robust to the violation of the monotonicity assumption. Under non-monotonic scenarios, the No Monotonicity Assumption design selected the correct dose level more often than alternative methods on average. Under the majority of monotonic scenarios, the Partial Ordering Continual Reassessment Method selected the correct dose level more often than the No Monotonicity Assumption design. Other designs were impacted by the violation of the monotonicity assumption with a proportion of correct selections below 20% in most scenarios. Under monotonic scenarios, the highest proportions of correct selections were achieved using the Continual Reassessment Method and the Bayesian Optimal Interval design (between 52.8% and 73.1%). The costs of relaxing the monotonicity assumption by the No Monotonicity Assumption design and Partial Ordering Continual Reassessment Method were decreases in the proportions of correct selections under monotonic scenarios ranging from 5.3% to 20.7% and from 1.4% to 16.1%, respectively, compared with the best performing design and were higher proportions of patients allocated to toxic dose levels during the trial.
Innovative oncology treatments may no longer follow monotonic dose levels ordering which makes standard phase I methods fail. In such a setting, appropriate designs, as the No Monotonicity Assumption or Partial Ordering Continual Reassessment Method designs, should be used to safely determine recommended for phase II dose.
背景/目的:在肿瘤学中,新的联合治疗使得根据单调递增的毒性来确定剂量水平变得困难。本研究通过模拟在违反单调性假设的情况下,比较了考虑剂量水平排序不确定性的新的灵活剂量探索设计与经典设计,为剂量探索设计的选择提供了建议。
受一项高危神经母细胞瘤患者临床试验的启发,我们考虑了需要单调性假设的设计,如贝叶斯连续评估法、改良毒性概率区间、贝叶斯最优区间设计,以及放松单调性假设的设计,如贝叶斯部分排序连续评估法和无单调性假设设计。我们考虑了 15 种场景,包括 6 个剂量水平之间的单调和非单调剂量-毒性关系。
无单调性假设和部分排序连续评估法设计在违反单调性假设时具有稳健性。在非单调场景下,无单调性假设设计平均比其他方法更频繁地选择正确的剂量水平。在大多数单调场景下,部分排序连续评估法设计比无单调性假设设计更频繁地选择正确的剂量水平。其他设计在违反单调性假设的情况下受到影响,大多数场景下的正确选择比例低于 20%。在单调场景下,使用连续评估法和贝叶斯最优区间设计获得的正确选择比例最高(52.8%至 73.1%)。无单调性假设设计和部分排序连续评估法设计放松单调性假设的成本是,在单调场景下,正确选择的比例分别降低了 5.3%至 20.7%和 1.4%至 16.1%,与表现最佳的设计相比,并且在试验期间,更多的患者被分配到毒性剂量水平。
创新性的肿瘤治疗方法可能不再遵循单调的剂量水平排序,这使得标准的 I 期方法失效。在这种情况下,应使用适当的设计,如无单调性假设或部分排序连续评估法设计,以安全确定推荐的 II 期剂量。