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Determinants of Environmental Health Related Diseases in Kenya with Generalized Linear Mixed Models: Analysis of Kenya Integrated Household Budget Survey

机译:广义线性混合模型在肯尼亚环境健康相关疾病的决定因素:肯尼亚综合家庭预算调查的分析

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Generalized linear models (GLMs) form a class of fixed effects regression models for several types of dependent variable, whether continuous, dichotomous or counts. Common GLMs include linear regression, Logistic regression and Poison regression. These models have typically been used a lot in modeling of data arising from a heterogeneous population under the assumption of independence. However, in applied science and in real life situations in general, one is confronted with collection of correlated data (Mark Aerts et al, 2005). This generic term embraces a multitude of data structures, such as multivariate observations, clustered data, repeated measurements, longitudinal data, and spatially correlated data. Generalized Linear Mixed Models (GLMMs) are able to handle extraordinary range of complications in regression-type analyses. They are often used to handle correlations that arise in longitudinal and other clustered data. This study sought to fit GLMMs to Kenya integrated household data collected in 2005/6 to explain different factors and their influence on an individual morbidity in Kenya. The cluster variable was used to introduce the random effect in this data. From the analysis, it was deduced that gender increases the log-odds of an individual getting a disease, while people who are living in good housing conditions reduces the log-odds of an individual experiencing morbidity. Main source of drinking water and the human waste disposal method were significant in explaining individual morbidity in Kenya. This study can however be extended to incorporate other factors such as income level of individuals. Individuals with low level of income are believed to be more likely to experience environmental health related diseases than individuals with higher levels of income.
机译:广义线性模型(GLM)为多种因变量类型(连续,二项式或计数)形成了一类固定效应回归模型。常见的GLM包括线性回归,逻辑回归和毒性回归。在独立性假设下,这些模型通常在异类总体数据建模中被大量使用。但是,在应用科学和现实生活中,通常会面临相关数据的收集(Mark Aerts等,2005)。这个通用术语包含多种数据结构,例如多变量观测,聚类数据,重复测量,纵向数据和空间相关数据。广义线性混合模型(GLMM)能够处理回归类型分析中异常的范围。它们通常用于处理在纵向数据和其他群集数据中出现的相关性。这项研究试图使GLMMs适应2005/6年收集的肯尼亚综合家庭数据,以解释不同的因素及其对肯尼亚个人发病率的影响。聚类变量用于在此数据中引入随机效应。从分析中可以推断出,性别增加了患病个体的对数比,而生活在良好住房条件下的人则减少了患病个体的对数比。饮用水的主要来源和人类废物处理方法对于解释肯尼亚的个体发病率具有重要意义。但是,该研究可以扩展到包括其他因素,例如个人收入水平。人们认为,收入水平较低的人比收入水平较高的人更容易患环境健康相关疾病。

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