局部加权模型中物体空间集中的影响因素

V. Timofeev, A. Timofeeva, M. Kolesnikov
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引用次数: 1

摘要

提出了一种构建空间计量经济模型的新方法。它涉及到k-means聚类基于空间集中的对象分组。将该算法与已知的k近邻算法和带矩形权函数(核)的核平滑算法进行了比较。在运行时间上具有显著的优势。计算实验结果表明,新算法的预测精度相当于k近邻算法,但与核平滑算法基本相同。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Spatial concentration of objects as a factor in locally weighted models
A new approach to construct of spatial econometric models is proposed. It involves the partitioning of objects into groups based on the spatial concentration by k-means clustering. The developed algorithm was compared with known algorithms of k-nearest neighbors and kernel smoothing with a rectangular weight function (kernel). Its significant advantage in running time was shown. The obtained results of computational experiments revealed that the prediction accuracy using the new algorithm yields k-nearest neighbors algorithm but it is about the same as kernel smoothing.
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