政治科学家的空间分析

IF 1.7 Q2 POLITICAL SCIENCE
Jessica Di Salvatore, A. Ruggeri
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引用次数: 3

摘要

摘要在我们的分析中,空间是如何重要的?我们如何评估现象的扩散或单元之间的相互依存关系?如果我们不考虑空间关系,我们的分析会有多大偏差?对于从选举研究到比较政治的几个子领域的政治学家以及国际关系来说,所有这些问题都是至关重要的理论和经验问题。在这期关于方法的特刊中,我们的论文向政治学家介绍了单位之间相互依存关系的概念,以及如何使用空间回归对这些相互依存关系进行实证建模。首先,本文介绍了空间数据的任何特征(点、多边形和光栅)的构建块以及地理参考任务。其次,本文讨论了什么是空间矩阵,它的变化以及我们在选择一个空间矩阵时所做的假设。第三,本文介绍了如何通过可视化(如地图)和统计测试(如莫兰指数)来研究空间聚类。第四,也是最后一点,本文解释了如何对我们的一些研究问题感兴趣的空间关系进行建模。最后,我们邀请研究人员在分析中仔细考虑空间,并反思使用空间模型的必要性或缺乏性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Spatial analysis for political scientists
Abstract How does space matter in our analyses? How can we evaluate diffusion of phenomena or interdependence among units? How biased can our analysis be if we do not consider spatial relationships? All the above questions are critical theoretical and empirical issues for political scientists belonging to several subfields from Electoral Studies to Comparative Politics, and also for International Relations. In this special issue on methods, our paper introduces political scientists to conceptualizing interdependence between units and how to empirically model these interdependencies using spatial regression. First, the paper presents the building blocks of any feature of spatial data (points, polygons, and raster) and the task of georeferencing. Second, the paper discusses what a spatial matrix (W) is, its varieties and the assumptions we make when choosing one. Third, the paper introduces how to investigate spatial clustering through visualizations (e.g. maps) as well as statistical tests (e.g. Moran's index). Fourth and finally, the paper explains how to model spatial relationships that are of substantive interest to some of our research questions. We conclude by inviting researchers to carefully consider space in their analysis and to reflect on the need, or the lack thereof, to use spatial models.
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来源期刊
CiteScore
3.00
自引率
10.00%
发文量
34
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