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首页> 外文期刊>Modern Applied Science >Parametric Estimation of the Cure Fraction Based on BCH Model Using Left-Censored Data with Covariates
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Parametric Estimation of the Cure Fraction Based on BCH Model Using Left-Censored Data with Covariates

机译:基于带有协变量的左删失数据的BCH模型的固化分数的参数估计

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摘要

Medical investigations nowadays allow the incorporation of cure individuals in the analysis, especially for chronic diseases such as cancer. Therefore, survival models that incorporate the cured patients in the analysis are called cure rate models.? In this paper, we propose an analytical approach for parametric estimation of the cure fraction in cancer clinical trials based on the bounded cumulative hazard (BCH) model with covariates involved in the data set. The analysis is constructed by means of the exponential distribution in the case of left censoring and within the framework of the expectation maximization (EM) algorithm. The analysis provided an analytical solution for the estimation equations of the cure rate parameter.
机译:如今的医学研究允许将治疗个体纳入分析中,尤其是对于诸如癌症等慢性疾病。因此,在分析中纳入治愈患者的生存模型称为治愈率模型。在本文中,我们提出了一种基于有界累积风险(BCH)模型并在数据集中涉及协变量的,用于癌症临床试验中治愈率的参数估计的分析方法。在左删失的情况下,在期望最大化(EM)算法的框架内,通过指数分布构造分析。该分析为固化速率参数的估计方程式提供了解析解。

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