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适应性治疗中的开放性问题研究:弥合数学与临床转化的桥梁。

A survey of open questions in adaptive therapy: Bridging mathematics and clinical translation.

机构信息

Department of Integrated Mathematical Oncology, H. Lee Moffitt Cancer Center & Research Institute, Tampa, United States.

Department of Mathematics, University of Utah, Salt Lake City, United States.

出版信息

Elife. 2023 Mar 23;12:e84263. doi: 10.7554/eLife.84263.

Abstract

Adaptive therapy is a dynamic cancer treatment protocol that updates (or 'adapts') treatment decisions in anticipation of evolving tumor dynamics. This broad term encompasses many possible dynamic treatment protocols of patient-specific dose modulation or dose timing. Adaptive therapy maintains high levels of tumor burden to benefit from the competitive suppression of treatment-sensitive subpopulations on treatment-resistant subpopulations. This evolution-based approach to cancer treatment has been integrated into several ongoing or planned clinical trials, including treatment of metastatic castrate resistant prostate cancer, ovarian cancer, and BRAF-mutant melanoma. In the previous few decades, experimental and clinical investigation of adaptive therapy has progressed synergistically with mathematical and computational modeling. In this work, we discuss 11 open questions in cancer adaptive therapy mathematical modeling. The questions are split into three sections: (1) integrating the appropriate components into mathematical models (2) design and validation of dosing protocols, and (3) challenges and opportunities in clinical translation.

摘要

适应性治疗是一种动态的癌症治疗方案,它根据肿瘤动态的变化来更新(或“适应”)治疗决策。这个广义的术语涵盖了许多可能的动态治疗方案,包括针对特定患者的剂量调节或剂量时间的调整。适应性治疗保持高水平的肿瘤负担,以受益于治疗敏感亚群对治疗抵抗亚群的竞争抑制。这种基于进化的癌症治疗方法已被纳入几项正在进行或计划中的临床试验中,包括转移性去势抵抗性前列腺癌、卵巢癌和 BRAF 突变型黑色素瘤的治疗。在过去的几十年中,适应性治疗的实验和临床研究与数学和计算建模协同进展。在这项工作中,我们讨论了癌症适应性治疗数学建模中的 11 个开放性问题。这些问题分为三个部分:(1)将适当的组件整合到数学模型中,(2)设计和验证给药方案,以及(3)临床转化中的挑战和机遇。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/e44e/10036119/e2798cfc4c83/elife-84263-fig1.jpg

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