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Parameter Estimation of Spatial Durbin Model (SDM) Using Method of Moment

机译:使用时刻方法的空间划线模型(SDM)参数估计

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Regression analysis is an analysis that aims to show the mathematical relationship between the dependent variable and the independent variable. The spatial regression model is a model that analyzes the relationship between one variable with several other variables including the spatial effect of several locations that are the centre of observation. Spatial Autoregressive Model (SAR) is a model where the dependent variable is influenced by the value of the adjacent dependent variable that is defined accordingly. In its development, the SAR model is not able to overcome the problem if there are spatial interactions in the dependent variable and the independent variable. For this reason, Spatial Durbin Model (SDM) appears. In this article, SDM parameter estimation will be discussed using the Method of Moment approach. The basic principle in the moment method is to choose parameter estimates that are related to sample moments which are equal to zero. The estimation results with this method provide a very reliable estimator, which is an unbiased and consistent estimator for β.
机译:回归分析是一个分析,旨在显示因变量与独立变量之间的数学关系。空间回归模型是一种模型,它分析了一个变量与几个其他变量之间的关系,包括几个位置的空间效果,该空间效应是观察中心的。空间自回归模型(SAR)是依赖变量受相应定义的相邻因变量的值影响的模型。在其开发中,如果从属变量和独立变量存在空间交互,则SAR模型无法克服问题。因此,出现空间Durbin模型(SDM)。在本文中,将使用时刻方法的方法讨论SDM参数估计。矩的基本原理是选择与等于零的样本矩相关的参数估计。利用该方法的估计结果提供了一种非常可靠的估计器,其是β的不偏不倚和一致的估计器。

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