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Hybrid Ensemble Spatial Regression Model for Case Number of Dengue Hemorrhagic Fever in Central Java Province

机译:爪哇省中爪哇省登革热出血热的案例数量的混合集合空间回归模型

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Spatial regression model is a regression model that is formed because there is relationship among observations on the dependent variable or among its errors. One of assumptions in spatial regression model is homogeneous of error variance, but we often find the diversity of data in several different locations so that the assumption is not met. The objective of this research is to get the best model if we find the heterogeneity in error. For the application, we use data of dengue hemorrhagic fever (DHF) patients in Central Java Province. Ensemble technique is done by simulating noises from a normal distribution with mean zero and standard deviation $sigma $ of the error spatial model and adding noise to the dependent variable. The result on the case of a number of DHF patients in Central Java Province showed that there were effects of lag and error spatial dependence so that we use spatial autoregressive model and spatial error model. Because these two spatial models are met, we then use a hybrid ensemble spatial regression model. As a result, the hybrid ensemble spatial regression model is the best model because it has the smallest root mean square error (RMSE) and has no heterogeneity in variance.
机译:空间回归模型是一种回归模型,其形成为在因变量或其错误中的观察之间存在关系。空间回归模型中的一个假设是误差方差的同质,但我们经常在几个不同位置找到数据的多样性,以便不满足假设。如果我们发现错误的异质性,这项研究的目的是获得最佳模型。对于申请,我们使用Java省中部登革热出血热(DHF)患者的数据。通过模拟来自正常分布的噪声来实现合并技术,其中零零和标准偏差$ sigma $的错误空间模型,并将噪声添加到从属变量。爪哇省中部多次DHF患者的结果表明,滞后和误差空间依赖性的影响,使我们使用空间自回归模型和空间误差模型。因为满足这两个空间模型,我们使用混合合奏空间回归模型。结果,混合集合空间回归模型是最好的模型,因为它具有最小的根均方误差(RMSE),并且在方差方面没有异质性。

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