应用贝叶斯证据合成模拟生酮治疗对高级别胶质瘤患者生存的影响。

Q1 Mathematics
Rainer J Klement, Prasanta S Bandyopadhyay, Colin E Champ, Harald Walach
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引用次数: 22

摘要

背景:基于主要从动物实验中获得的机制推理,生酮饮食或卡路里限制形式的生酮疗法已被提出作为高级别胶质瘤(HGG)脑肿瘤的代谢治疗。鉴于这种相对较新的方法缺乏临床研究,我们的目标是从更多的动物研究中推断证据,并将其与现有的人类数据综合起来,以估计生酮疗法对HGG患者生存的预期影响。与此同时,我们用这个分析作为一个例子来说明贝叶斯主义是如何在证据循环观点的精神下应用的。结果:建立了贝叶斯层次模型。通过对人类、大鼠和小鼠之间关系的各种假设,我们纳入了三项人类队列研究和17项动物实验的数据,以估计四种生酮干预措施(卡路里限制/生酮饮食作为单一疗法/联合疗法)对人类有限平均生存时间比的影响。通过指定适当的先验,评估了基于机械推理或案例研究的关于动物数据与人类以及外部信息相关性的不同生物学假设的影响。我们提供了统计和哲学论证,说明为什么我们的方法是对现有(频率论)证据合成方法的改进,因为它能够利用来自各种来源的证据。根据先前的假设,模型预测HGG患者的限制平均生存时间延长30-70%。当采用基于以往病例报告的热情先验,并假设生酮疗法与其他形式的治疗之间存在协同作用时,所有四种生酮干预措施获益的概率最高(> 90%)。与其他治疗联合通常比生酮单药治疗更有效。结论:使用贝叶斯方法结合人类和动物研究的证据在统计上是可能的。我们发现生酮治疗对HGG患者有总体的延长生存的作用。我们的方法最适合于循环而不是分层的证据观,而且一旦有更多的数据可用,就很容易更新。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Application of Bayesian evidence synthesis to modelling the effect of ketogenic therapy on survival of high grade glioma patients.

Application of Bayesian evidence synthesis to modelling the effect of ketogenic therapy on survival of high grade glioma patients.

Application of Bayesian evidence synthesis to modelling the effect of ketogenic therapy on survival of high grade glioma patients.

Application of Bayesian evidence synthesis to modelling the effect of ketogenic therapy on survival of high grade glioma patients.

Background: Ketogenic therapy in the form of ketogenic diets or calorie restriction has been proposed as a metabolic treatment of high grade glioma (HGG) brain tumors based on mechanistic reasoning obtained mainly from animal experiments. Given the paucity of clinical studies of this relatively new approach, our goal is to extrapolate evidence from the greater number of animal studies and synthesize it with the available human data in order to estimate the expected effects of ketogenic therapy on survival in HGG patients. At the same time we are using this analysis as an example for demonstrating how Bayesianism can be applied in the spirit of a circular view of evidence.

Results: A Bayesian hierarchical model was developed. Data from three human cohort studies and 17 animal experiments were included to estimate the effects of four ketogenic interventions (calorie restriction/ketogenic diets as monotherapy/combination therapy) on the restricted mean survival time ratio in humans using various assumptions for the relationships between humans, rats and mice. The impact of different biological assumptions about the relevance of animal data for humans as well as external information based on mechanistic reasoning or case studies was evaluated by specifying appropriate priors. We provide statistical and philosophical arguments for why our approach is an improvement over existing (frequentist) methods for evidence synthesis as it is able to utilize evidence from a variety of sources. Depending on the prior assumptions, a 30-70% restricted mean survival time prolongation in HGG patients was predicted by the models. The highest probability of a benefit (> 90%) for all four ketogenic interventions was obtained when adopting an enthusiastic prior based on previous case reports together with assuming synergism between ketogenic therapies with other forms of treatment. Combinations with other treatments were generally found more effective than ketogenic monotherapy.

Conclusions: Combining evidence from both human and animal studies is statistically possible using a Bayesian approach. We found an overall survival-prolonging effect of ketogenic therapy in HGG patients. Our approach is best compatible with a circular instead of hierarchical view of evidence and easy to update once more data become available.

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来源期刊
Theoretical Biology and Medical Modelling
Theoretical Biology and Medical Modelling MATHEMATICAL & COMPUTATIONAL BIOLOGY-
自引率
0.00%
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0
审稿时长
6-12 weeks
期刊介绍: Theoretical Biology and Medical Modelling is an open access peer-reviewed journal adopting a broad definition of "biology" and focusing on theoretical ideas and models associated with developments in biology and medicine. Mathematicians, biologists and clinicians of various specialisms, philosophers and historians of science are all contributing to the emergence of novel concepts in an age of systems biology, bioinformatics and computer modelling. This is the field in which Theoretical Biology and Medical Modelling operates. We welcome submissions that are technically sound and offering either improved understanding in biology and medicine or progress in theory or method.
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