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转移形成的随机动力学

Stochastic dynamics of metastasis formation.

作者信息

Michor Franziska, Nowak Martin A, Iwasa Yoh

机构信息

Program for Evolutionary Dynamics, Department of Organismic and Evolutionary Biology, Department of Mathematics, Harvard University, Cambridge, MA 02138, USA.

出版信息

J Theor Biol. 2006 Jun 21;240(4):521-30. doi: 10.1016/j.jtbi.2005.10.021. Epub 2005 Dec 15.

DOI:10.1016/j.jtbi.2005.10.021
PMID:16343545
Abstract

Tumor metastasis accounts for the majority of deaths in cancer patients. The metastatic behavior of cancer cells is promoted by mutations in many genes, including activation of oncogenes such as RAS and MYC. Here, we develop a mathematical framework to analyse the dynamics of mutations enabling cells to metastasize. We consider situations in which one mutation is necessary to confer metastatic ability to the cell. We study different population sizes of the main tumor and different somatic fitness values of metastatic cells. We compare mutations that are positively selected in the main tumor with those that are neutral or negatively selected, but faster at forming metastases. We study whether metastatic potential is the property of all (or the majority of) cells in the main tumor or only the property of a small subset. Our theory shows how to calculate the expected number of metastases that are formed by a tumor.

摘要

肿瘤转移是癌症患者死亡的主要原因。癌细胞的转移行为由许多基因的突变所促进,包括RAS和MYC等癌基因的激活。在此,我们开发了一个数学框架来分析使细胞能够转移的突变动态。我们考虑了赋予细胞转移能力需要一个突变的情况。我们研究了主肿瘤的不同群体大小以及转移细胞的不同体细胞适应度值。我们将在主肿瘤中被正向选择的突变与那些中性或负向选择但形成转移更快的突变进行比较。我们研究转移潜能是主肿瘤中所有(或大多数)细胞的属性还是仅一小部分细胞的属性。我们的理论展示了如何计算肿瘤形成转移灶的预期数量。

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Stochastic dynamics of metastasis formation.转移形成的随机动力学
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The role of multiple somatic point mutations in metastatic progression.多个体细胞点突变在转移进展中的作用。
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Association of Uveal Melanoma Metastatic Rate With Stochastic Mutation Rate and Type of Mutation.葡萄膜黑色素瘤转移率与随机突变率和突变类型的关系。
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Stochastic Tunneling of Two Mutations in a Population of Cancer Cells.癌细胞群体中两个突变的随机隧穿
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利用正常和工程化间充质干细胞衍生的外泌体进行癌症治疗:机遇与挑战。
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A mathematical model of the metastatic bottleneck predicts patient outcome and response to cancer treatment.转移性瓶颈的数学模型可预测患者的预后和对癌症治疗的反应。
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Cancer recurrence times from a branching process model.从分支过程模型看癌症复发次数。
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Quantitative mathematical modeling of clinical brain metastasis dynamics in non-small cell lung cancer.非小细胞肺癌临床脑转移动力学的定量数学建模。
Sci Rep. 2019 Sep 10;9(1):13018. doi: 10.1038/s41598-019-49407-3.
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Consecutive seeding and transfer of genetic diversity in metastasis.转移过程中遗传多样性的连续播种和转移。
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A Mathematical Framework for Modelling the Metastatic Spread of Cancer.用于癌症转移扩散建模的数学框架
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Association of Uveal Melanoma Metastatic Rate With Stochastic Mutation Rate and Type of Mutation.葡萄膜黑色素瘤转移率与随机突变率和突变类型的关系。
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Immune interconnectivity of anatomically distant tumors as a potential mediator of systemic responses to local therapy.解剖学上远隔肿瘤的免疫连接作为局部治疗全身反应的潜在介质。
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