用负二项法模拟西爪哇肺结核病例数

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引用次数: 0

摘要

目的:本研究旨在利用负二项回归方法对2021年西爪哇省结核病病例数进行建模。方法:本研究采用定量分析方法,利用来自中央统计局网站和西爪哇省卫生厅的二手数据,对西爪哇省27个区/市进行研究。结核病病例数被认为受过去一个月的人口密度、贫困、卫生和健康投诉的影响。采用负二项回归分析数据。结果:泊松回归导致过分散,采用负二项回归方法解决了这一问题。负二项回归模型通过了详细的检验。部分检验表明,只有低收入人群可变百分比和健康问题人群可变百分比对模型有显著影响,回归系数分别为0.8755和1.0318。最终的负二项回归模型最适合本研究,其赤池信息准则值最低为491.9。结论:最适合对2021年西爪哇省结核病病例数进行建模的模型是负二项回归模型,该模型具有显著影响模型的自变量,即贫困人口百分比和最近有过投诉的人口百分比。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling The Number Of Tuberculosis Cases In West Java Using The Negative Binomial Approach
Objective: This study aims to model the number of Tuberculosis cases in West Java Province in 2021 using the Negative Binomial Regression approach. Methods: This study used quantitative analysis uses secondary data from the Central Bureau of Statistics website and the Health Office of West Java Province. 27 West Java districts/cities were studied. The number of tuberculosis cases was assumed to be affected by population density, poverty, sanitation, and health complaints in the past month. Negative Binomial Regression was used to analyse data. Results: The results showed that Poisson Regression caused overdispersion, which was solved using the Negative Binomial Regression approach. The Negative Binomial Regression model passed a detailed test. The partial test showed that only the variable percentage of low-income persons and the variable percentage of people with health concerns significantly affected the model with regression coefficients of 0.8755 and 1.0318, respectively. The final Negative Binomial Regression model with the lowest Akaike Information Criterion value of 491.9 is best for this investigation. Conclusion: The most suitable model for modelling the number of Tuberculosis cases in West Java Province in 2021 is the Negative Binomial Regression model with independent variables that significantly influence the model, namely the percentage of poor people and the percentage of people who have had complaints recently.
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