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Modeling of Risk for Diabetes Mellitus and Hypertension Using Bi-response Probit Regression

机译:糖尿病患者和高血压的风险建模使用Bi-Response概率回归

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One of statistical analysis used to find relation among categorical response variable either categorical or continue predictor variables is logistic regression analysis. Logistic regression has two link functions as logit and probit link. Assumption applied on bi-response probit regression model is that both of response variables are connected. Diabetes mellitus and hypertension are a related disease. They can occur at the same time and are known as comorbidity diseases, i.e. diseases that may exist on the same patients. Hypertension sufferers have chances to become diabetic patients. Moreover, hypertension may be possessed by diabetic patients. Therefore, the aim of this study was to design a model of risk for diabetes mellitus and hypertension occurence simultaneously using bi-response probit regression approach and identify significant factors influencing diabetes mellitus and hypertension. Based on the result of chi-square test to find the relation between diabetes mellitus and hypertension, Pearson Chi-Square scored 15.009 while p-value 0.000. It means that there was a closed relation on both diabetes mellitus and hypertension so it can be concluded that both of response variables is dependent. Furthermore, based on the smallest AIC's score was obtained the best bi-response probit regression model with significant factors influencing diabetes mellitus and hypertension occurrences were Body Mass Index (BMI), systolic blood pressure, and diastolic blood pressure.
机译:用于在分类或继续预测变量的分类响应变量之间找到关系的统计分析之一是Logistic回归分析。 Logistic回归有两个链接功能作为Logit和Probit Link。应用于双响应概率回归模型的假设是连接响应变量。糖尿病和高血压是一种相关疾病。它们可以同时发生,并且称为合并症,即同一患者可能存在的疾病。高血压患者有可能成为糖尿病患者。此外,糖尿病患者可能拥有高血压。因此,本研究的目的是使用双反应概率回归方法同时设计糖尿病和高血压发生的风险模型,并确定影响糖尿病和高血压的重要因素。基于Chi-Square试验的结果,找到糖尿病和高血压与高血压之间的关系,Pearson Chi-Square在P值为0.000时均得分15.009。这意味着对糖尿病和高血压有一个闭合的关系,因此可以得出结论,响应变量都是依赖性的。此外,基于最小的AIC得分获得了具有影响糖尿病的重要因素的最佳BI响应探测回归模型,高血压出现的体重指数(BMI),收缩压和舒张压。

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