Hongtao Yu, Sebastian Ueckert, Lina Zhou, Jenny Cheng, Darren Robertson, Lars Hansen, Armando Flor, Victoria Parker, Bengt Hamrén, Anis A. Khan
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The severity of nausea was modeled as different states (non-nausea, mild, and moderate/severe). The most appropriate model was selected to perform the covariate analysis, and the final covariate model was used to simulate the nausea event rates for various titration scenarios. The two Markov models demonstrated comparable performance and were better than the PO model. The covariate analysis was conducted with the standard Markov model for operational simplification and identified disease indications (NASH, obesity) and sex as covariates on Markov parameters. The simulations indicated that the biweekly titration with twofold dose escalation is superior to other titration schemes with a relatively low predicted nausea event rate at 600 μg (25%) and a shorter titration interval (8 weeks) to reach the therapeutic dose. 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引用次数: 0
摘要
科他杜肽是一种胰高血糖素样肽-1(GLP-1)/胰高血糖素受体双重激动剂。众所周知,胃肠道不良反应与 GLP-1 受体激动有关,可通过逐步增加剂量产生耐受性来减轻。本分析旨在描述暴露与恶心发生率之间的关系,并优化滴定方案。该模型是利用可他鲁肽用药研究的汇总数据建立的。该模型采用了三种不同的建模方法,即比例几率(PO)模型、离散时间马尔可夫模型和两阶段离散时间马尔可夫模型,来描述暴露与恶心之间的关系。恶心的严重程度被模拟为不同的状态(无恶心、轻度和中度/重度)。选择最合适的模型进行协变量分析,并使用最终的协变量模型模拟各种滴定情况下的恶心事件发生率。两个马尔可夫模型的性能相当,优于 PO 模型。为简化操作,使用标准马尔可夫模型进行了协变量分析,并确定疾病适应症(NASH、肥胖)和性别为马尔可夫参数的协变量。模拟结果表明,剂量递增两倍的双周滴定方案优于其他滴定方案,600 μg时的预测恶心事件发生率相对较低(25%),达到治疗剂量的滴定间隔(8周)也较短。该模型可用于优化临床试验中其他疗法的起始剂量和滴定方案,以实现最佳的风险-效益平衡,并以最少的滴定步骤达到治疗剂量。
Exposure–response modeling for nausea incidence for cotadutide using a Markov modeling approach
Cotadutide is a dual glucagon-like peptide-1 (GLP-1)/glucagon receptor agonist. Gastrointestinal adverse effects are known to be associated with GLP-1 receptor agonism and can be mitigated through tolerance development via a gradual up-titration. This analysis aimed to characterize the relationship between exposure and nausea incidence and to optimize titration schemes. The model was developed with pooled data from cotadutide-administrated studies. Three different modeling approaches, proportional odds (PO), discrete-time Markov, and two-stage discrete-time Markov models, were employed to characterize the exposure–nausea relationship. The severity of nausea was modeled as different states (non-nausea, mild, and moderate/severe). The most appropriate model was selected to perform the covariate analysis, and the final covariate model was used to simulate the nausea event rates for various titration scenarios. The two Markov models demonstrated comparable performance and were better than the PO model. The covariate analysis was conducted with the standard Markov model for operational simplification and identified disease indications (NASH, obesity) and sex as covariates on Markov parameters. The simulations indicated that the biweekly titration with twofold dose escalation is superior to other titration schemes with a relatively low predicted nausea event rate at 600 μg (25%) and a shorter titration interval (8 weeks) to reach the therapeutic dose. The model can be utilized to optimize starting dose and titration schemes for other therapeutics in clinical trials to achieve an optimal risk–benefit balance and reach the therapeutic dose with minimal titration steps.