调和混合Weibull-G族分布:性质、回归及其在医疗数据中的应用

IF 0.9 Q3 MATHEMATICS, APPLIED
Ernest Zamanah, Suleman Nasiru, Albert Luguterah
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引用次数: 0

摘要

近年来,新的概率分布族的发展受到了越来越多的关注,因为它们在数据集建模中表现出了令人满意的性质。本文建立了调和混合Weibull-G分布族。全面介绍了统计性质,并从家族中发展出五个特殊分布。特殊分布的危险函数表现出各种形式的单调和非单调形状。在医学研究中对实际数据集的应用表明,特殊分布(调和混合威布尔威布尔分布)比其他竞争模型更适合数据集。以高血压患者的生存时间数据为基础,建立了一种基于家庭的位置尺度回归模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Harmonic Mixture Weibull-G Family of Distributions: Properties, Regression and Applications to Medical Data

Harmonic Mixture Weibull-G Family of Distributions: Properties, Regression and Applications to Medical Data

In recent years, the developments of new families of probability distributions have received greater attention as a result of desirable properties they exhibit in the modelling of data sets. The Harmonic Mixture Weibull-G family of distributions was developed in this study. The statistical properties were comprehensively presented and five special distributions developed from the family. The hazard functions of the special distributions were shown to exhibit various forms of monotone and nonmonotone shapes. The applications of the developed family to real data sets in medical studies revealed that the special distribution (Harmonic mixture Weibul Weibull distribution) provided a better fit to the data sets than other competitive models. A location-scale regression model was developed from the family and its application demonstrated using survival time data of hypertensive patients.

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