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通过数学建模揭示肾细胞癌伴肺转移的自然史。

The natural history of renal cell carcinoma with pulmonary metastases illuminated through mathematical modeling.

机构信息

Department of Mathematics and Statistics, Idaho State University, 921 S. 8th Avenue, Stop 8085, Pocatello, ID 83209-8085, USA; Department of Applied Mathematics, Institute of Applied Mathematics and Mechanics, Peter the Great St. Petersburg Polytechnic University, Polytechnicheskaya ul. 29, 195251 St. Petersburg, Russia.

Department of Urology and Pediatric Urology, University Medical Center Magdeburg, Leipziger Str. 44, 39120 Magdeburg, Germany.

出版信息

Math Biosci. 2019 Mar;309:118-130. doi: 10.1016/j.mbs.2019.01.008. Epub 2019 Jan 28.

DOI:10.1016/j.mbs.2019.01.008
PMID:30703380
Abstract

The goal of this study is to uncover some unobservable aspects of the individual-patient natural history of metastatic renal cell carcinoma (RCC) through mathematical modeling. We analyzed four clear cell RCC patients who at the time of primary tumor resection already had pulmonary metastases. Our description of the natural history of cancer in these patients was based on a parameterized version of a previously proposed very general mathematical model adjusted to these clinical cases. For each patient, identifiable model parameters were estimated by the method of maximum likelihood from the volumes of lung metastases computed from CT scans taken at or around the time of surgery. The model-based distribution of the volumes of lung metastases with likelihood maximizing parameters provided an excellent fit to the data for all patients analyzed. We found that, according to the model, the most likely scenario in all four patients had the following clinically important features: (1) duration of metastatic latency was very small compared to the growth period; (2) seeding of the first lung metastasis occurred before primary tumor reached detectable size, which implies that early cancer detection would not have prevented metastasis; (3) primary tumor contained a relatively fast growing subpopulation of metastasis-producing cells, which is consistent with the observed aggressive course of the disease; and (4) the volume of the primary tumor at the time of metastasis survey does not seem to be correlated with such characteristics of the metastatic burden as the number of detected lung metastases, their total volume, and the volume of the largest detected lung metastasis.

摘要

本研究的目的是通过数学建模揭示转移性肾细胞癌(RCC)个体患者自然史中一些不可观察的方面。我们分析了 4 名在原发肿瘤切除时已经有肺转移的透明细胞 RCC 患者。我们对这些患者癌症自然史的描述基于之前提出的一个非常通用的数学模型的参数化版本,该模型经过调整以适应这些临床病例。对于每个患者,可识别的模型参数通过最大似然法从手术时或手术前后拍摄的 CT 扫描计算出的肺转移体积中进行估计。具有最大似然参数的基于模型的肺转移体积分布与所有分析患者的数据非常吻合。我们发现,根据该模型,所有 4 名患者最有可能出现以下具有临床重要意义的特征:(1)与生长周期相比,转移潜伏期非常短;(2)第一个肺转移的播种发生在原发肿瘤达到可检测大小之前,这意味着早期癌症检测并不能预防转移;(3)原发肿瘤中存在相对快速生长的转移产生细胞亚群,这与疾病的侵袭性病程一致;(4)转移探测时原发肿瘤的体积似乎与转移负担的特征(如检测到的肺转移数量、总体积和最大检测到的肺转移体积)没有相关性。

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