2020
DOI: 10.29244/ijsa.v4i1.573
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Robust Spatial Regression Model on Original Local Government Revenue in Java 2017

Abstract: Spatial regression measures the relationship between response and explanatory variables in the regression model considering spatial effects. Detecting and accommodating outlier is an important step of the regression analysis. Several methods can detect outliers in spatial regression. One of this method is generating a score test statistics to identify outliers in the spatial autoregressive (SAR) model. This research applies robust spatial autoregressive (RSAR) model with S- estimator to the Original Local Gove… Show more

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Cited by 2 publications
(2 citation statements)
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“…There exist outliers for some outliers in the data. Here we have tried to accommodate outliers by building spatial panel model (Cerioli & Riani, 1999;Jin et al, 2015;Mastuti et al, 2019). However, we have run spatial panel regression eliminating some of the outliers.…”
Section: Econometric Analysis: Using Spatial Panel Data Regression Mo...mentioning
confidence: 99%
“…There exist outliers for some outliers in the data. Here we have tried to accommodate outliers by building spatial panel model (Cerioli & Riani, 1999;Jin et al, 2015;Mastuti et al, 2019). However, we have run spatial panel regression eliminating some of the outliers.…”
Section: Econometric Analysis: Using Spatial Panel Data Regression Mo...mentioning
confidence: 99%
“…If the spatial data contains outliers, it will be analyzed using robust spatial regression. In many contexts, the Robust Spatial Error Model (RSEM) has been identified and applied to the Human Development Index (HDI) data in East Java [9], robust spatial regression has also been applied to model Life Expectation (LE) with Robust Spatial Autoregressive (RSAR) [10], and compare the SAR and RSAR model to the Original Local Government Revenue OLGR) data [11], looking for the best model between Robust Spatial Cross Regressive (RSCR), RSAR, and Robust Spatial Durbin Model (RSDM) with M-estimator from life expectancy data [12], The purpose of this study is This study aims to compare the RSEM and RSAR models with Method of Moment (MM) estimator the City Minimum Wage (CMW) data in East Java. Robust spatial regression modeling can be formed using the R software.…”
Section: Introductionmentioning
confidence: 99%