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引用次数: 0
摘要
关于空间数据相关性的统计研究至少可以追溯到学生(W. S. Gosset)于 1914 年发表的关于 "消除由于时间和空间位置造成的虚假相关性 "的论文。自 1968 年以来,这方面的大部分工作都是围绕空间自相关(SA)的概念展开的。现在,越来越多的统计文献围绕 "空间混杂"(SC)的概念展开,但这些文献与 SA 文献及其历史相去甚远,而且经常发生冲突。空间混杂 "文献正在产生新的,有时是有缺陷的统计技术,如受限空间回归(RSR)。本文将 SC 文献与 SA 文献结合起来,从理论上回顾了空间数据相关性研究的历史,并解释了其对 SC 文献的一些影响。文章以似是而非的推论原则为基础,综合了贯穿整个空间数据文献的指导性理论主线。这导致了对 RSR 的简明理论批评,并澄清了标准空间统计模型背后的逻辑。
Plausible Reasoning and Spatial‐Statistical Theory: A Critique of Recent Writings on “Spatial Confounding”
Statistical research on correlation with spatial data dates at least to Student's (W. S. Gosset's) 1914 paper on “the elimination of spurious correlation due to position in time and space.” Since 1968, much of this work has been organized around the concept of spatial autocorrelation (SA). A growing statistical literature is now organized around the concept of “spatial confounding” (SC) but is estranged from, and often at odds with, the SA literature and its history. The SC literature is producing new, sometimes flawed, statistical techniques such as Restricted Spatial Regression (RSR). This article brings the SC literature into conversation with the SA literature and provides a theoretically grounded review of the history of research on correlation with spatial data, explaining some of its implications for the the SC literature. The article builds upon principles of plausible inference to synthesize a guiding theoretical thread that runs throughout the SA literature. This leads to a concise theoretical critique of RSR and a clarification of the logic behind standard spatial‐statistical models.
期刊介绍:
First in its specialty area and one of the most frequently cited publications in geography, Geographical Analysis has, since 1969, presented significant advances in geographical theory, model building, and quantitative methods to geographers and scholars in a wide spectrum of related fields. Traditionally, mathematical and nonmathematical articulations of geographical theory, and statements and discussions of the analytic paradigm are published in the journal. Spatial data analyses and spatial econometrics and statistics are strongly represented.