An Approximate Method for Constructing Linear Regression Models for Prediction of a Severe Bronchial Asthma Course

O. Pihnastyi, O. Kozhyna
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Abstract

Diagnosis of a bronchial asthma course in children determines further preventive activities and personalized approaches to treating of a child with such a pathology. An uncontrolled type of the asthma course requires conducting a careful analysis of the factors affecting a formation of severe forms of the disease. The use of linear regression models is a widespread approach that helps to calculate the probability of severe bronchial asthma or the uncontrolled course of the disease development. During this study 90 children aged from 6 to 18 years old were examined. Of these, there were 70 children suffering from bronchial asthma with different severity and 20 healthy children. The examination included an interviewing of patients as well as a definition of clinical features and results of clinical and laboratory examination in the disease course. 142 factors were analyzed to build a three-parameter model. A correlation ratio and numerical characteristics of model regressors were calculated. Conditions of the use of approximate linear regression models were shown and the model accuracy was estimated. A technique of an approximate model of linear regression building both in dimensional and nondimensional forms was considered. The relationship among model ratios was shown.
构建预测严重支气管哮喘病程的线性回归模型的近似方法
儿童支气管哮喘病程的诊断决定了进一步的预防活动和个性化的方法来治疗患有这种病理的儿童。不受控制的哮喘病程需要对影响严重疾病形成的因素进行仔细分析。线性回归模型的使用是一种广泛的方法,有助于计算严重支气管哮喘的概率或疾病发展的不受控制的过程。在这项研究中,90名6至18岁的儿童接受了检查。其中不同程度支气管哮喘患儿70例,健康患儿20例。检查包括对患者的访谈、临床特征的定义以及病程中临床和实验室检查的结果。对142个因素进行分析,建立三参数模型。计算了模型回归量的相关比和数值特征。给出了近似线性回归模型的使用条件,并对模型的精度进行了估计。提出了一种建立一维和无因次线性回归近似模型的方法。给出了模型比率之间的关系。
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