转化和临床肿瘤学的数学模型。

Ralf Gallasch, Mirjana Efremova, Pornpimol Charoentong, Hubert Hackl, Zlatko Trajanoski
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引用次数: 19

摘要

在转化和临床肿瘤学的背景下,数学模型可以为肿瘤相关过程提供新的见解,并可以支持临床肿瘤学家设计治疗方案、剂量、时间表、毒性和药物敏感性。在这篇综述中,我们介绍了这个领域的数学模型的概述,从癌变开始,到不同的癌症治疗。通过这样做,我们打算突出最近的发展,并强调这种理论工作的力量。我们首先强调转化肿瘤学的数学模型,包括流行病学和统计模型,致癌和肿瘤生长的机制模型,以及进化动力学模型,这些模型可以帮助描述和克服临床中的一个主要问题:治疗耐药性。接下来,我们回顾了临床肿瘤学的模型,特别强调治疗,包括化疗,靶向治疗,放疗,免疫治疗和癌细胞与免疫系统的相互作用。从已发表的研究中可以看出,数学建模和计算模拟为了解癌症的分子机制提供了有价值的见解,有助于改善疾病的诊断和预后,并确定新的治疗靶点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Mathematical models for translational and clinical oncology.

Mathematical models for translational and clinical oncology.

In the context of translational and clinical oncology, mathematical models can provide novel insights into tumor-related processes and can support clinical oncologists in the design of the treatment regime, dosage, schedule, toxicity and drug-sensitivity. In this review we present an overview of mathematical models in this field beginning with carcinogenesis and proceeding to the different cancer treatments. By doing so we intended to highlight recent developments and emphasize the power of such theoretical work.We first highlight mathematical models for translational oncology comprising epidemiologic and statistical models, mechanistic models for carcinogenesis and tumor growth, as well as evolutionary dynamics models which can help to describe and overcome a major problem in the clinic: therapy resistance. Next we review models for clinical oncology with a special emphasis on therapy including chemotherapy, targeted therapy, radiotherapy, immunotherapy and interaction of cancer cells with the immune system.As evident from the published studies, mathematical modeling and computational simulation provided valuable insights into the molecular mechanisms of cancer, and can help to improve diagnosis and prognosis of the disease, and pinpoint novel therapeutic targets.

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