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基于模型的剂量探索性临床试验设计中协变量的纳入

On Inclusion of Covariates in Model Based Dose Finding Clinical Trial Designs.

作者信息

Ollier Adrien, Mozgunov Pavel

机构信息

MRC Biostatistics Unit, University of Cambridge, Cambridge, UK.

出版信息

Stat Med. 2025 Feb 10;44(3-4):e10337. doi: 10.1002/sim.10337.

Abstract

There is a growing number of Phase I dose-finding studies that use a model-based approach, such as the CRM or the EWOC method to estimate the dose-toxicity relationship. It is common to assume that all patients will have similar toxicity risk given the dose regardless of patients' individual characteristics. In many trials, however, some patients' covariates (e.g., a concomitant drug assigned by a clinician) might have an impact on the dose-toxicity relationship. In this work, motivated by a real trial, we evaluate an impact of taking into account (or omitting) some patients' covariates on the individual target dose recommendations and patients' safety in Phase I model-based dose-finding study. We investigate several variable penalisation criteria and found that, for continuous and binary covariates, omitting a prognostic covariate leads to a drastically low proportion of correct selections and an increase of overdosing. At the same time, including a covariate can lead to good operating characteristics in all scenarios but can sometimes slightly decrease the proportion of good selections and increase the overdosing. To tackle this, we propose to use a Bayesian Lasso Bayesian Logistic Regression Model (BLRM) and Spike-and-Slab BLRM. We have found that the BLRM coupled to the Bayesian LASSO and the BLRM with Spike-and-Slab are on average better appropriate to consider variable inclusion.

摘要

越来越多的I期剂量探索研究采用基于模型的方法,如CRM或EWOC方法来估计剂量-毒性关系。通常假设,给定剂量时,所有患者无论个体特征如何,都将具有相似的毒性风险。然而,在许多试验中,一些患者的协变量(例如,临床医生分配的伴随用药)可能会对剂量-毒性关系产生影响。在这项工作中,受一项实际试验的启发,我们评估了在基于模型的I期剂量探索研究中,考虑(或忽略)一些患者协变量对个体目标剂量推荐和患者安全性的影响。我们研究了几种变量惩罚标准,发现对于连续和二元协变量,忽略一个预后协变量会导致正确选择的比例大幅降低以及过量用药增加。同时,纳入一个协变量在所有情况下都能带来良好的操作特征,但有时会略微降低良好选择的比例并增加过量用药。为了解决这个问题,我们建议使用贝叶斯套索贝叶斯逻辑回归模型(BLRM)和尖劈平板BLRM。我们发现,结合贝叶斯LASSO的BLRM和具有尖劈平板的BLRM平均而言更适合考虑变量纳入。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/a447/11758501/3a54acc9eb92/SIM-44-0-g003.jpg

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