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Sensitivity analysis of predictive modeling for responses from the three-parameter Weibull model with a follow-up doubly censored sample of cancer patients

机译:预测模型对三参数Weibull模型反应的敏感性分析以及癌症患者的双重双重检查样本

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The purpose of this paper is to derive the predictive densities for future responses from the three-parameter Weibull model given a doubly censored sample. The predictive density for a single future response, bivariate future response, and a set of future responses has been derived when the shape parameter α is unknown. A real data example representing 44 patients who were diagnosed with laryngeal cancer (20002007) at a local hospital is used to illustrate the predictive results for the four stages of cancer. The survival days of eight out of the 44 patients could not be calculated as the patients were lost to follow-up. They were the first four and the last four patients' survival days in order. Thus, the recorded data for the survival days of 36 patients composed of 18 male and 18 female patients with cancer of the larynx are used for the predictive analysis. Furthermore, a subgroup level of the male and female patients follow-up data are considered to obtain the future survival days. A sensitivity study of the mean, standard deviation, and 95% highest predictive density (HPD) interval of the future survival days with respect to stages and doses are performed when the shape parameter α is unknown.
机译:本文的目的是在给定双重删节样本的情况下,从三参数威布尔模型中得出未来响应的预测密度。当形状参数α未知时,已经导出了单个未来响应,双变量未来响应和一组未来响应的预测密度。一个真实的数据示例代表了在当地医院被诊断出患有喉癌的44例患者(20002007),用于说明癌症四个阶段的预测结果。由于患者无法进行随访,因此无法计算44例患者中8例的存活天数。它们依次是患者的前四天和后四天的生存时间。因此,将由18位男性和18位女性喉癌患者组成的36位患者的生存日记录数据用于预测分析。此外,考虑了男性和女性患者随访数据的亚组水平,以获得未来的生存天数。当形状参数α未知时,对阶段和剂量的未来生存日的均值,标准差和95%最高预测密度(HPD)间隔进行敏感性研究。

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