Relational Reprojection Platform: Non-linear distance transformations of spatial data in R

IF 2.6 3区 经济学 Q2 ENVIRONMENTAL STUDIES Environment and Planning B: Urban Analytics and City Science Pub Date : 2023-11-16 DOI:10.1177/23998083231215463
Will B. Payne, Evangeline McGlynn
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Abstract

When mapping relationships across multiple spatial scales, prevailing visualization techniques treat every mile of distance equally, which may not be appropriate for studying phenomena with long-tail distributions of distances from a common point of reference (e.g., retail customer locations, remittance flows, and migration data). While quantitative geography has long acknowledged that non-Cartesian spaces and distances are often more appropriate for analyzing and visualizing real-world data and complex spatial phenomena, commonly available GIS software solutions make working with non-linear distances extremely difficult. Our Relational Reprojection Platform (RRP) fills this gap with a simple stereographic projection engine centering any given data point to the rest of the set, and transforming great circle distances from this point to the other locations using a set of broadly applicable non-linear functions as options. This method of reprojecting data allows users to quickly and easily explore how non-linear distance transformations (including square root and logarithmic reprojections) reveal more complex spatial patterns within datasets than standard projections allow. Our initial release allows users to upload comma separated value (CSV) files with geographic coordinates and data columns and minimal cleaning and explore a variety of spatial transformations of their data. We hope this heuristic tool will enhance the exploratory stages of social research using spatial data.
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关系重投影平台:R 中空间数据的非线性距离变换
在绘制多个空间尺度的关系图时,现有的可视化技术对每英里的距离都一视同仁,这可能不适合研究与共同参照点的距离呈长尾分布的现象(如零售客户位置、汇款流和移民数据)。虽然定量地理学早已认识到,非笛卡尔空间和距离往往更适合分析和可视化现实世界的数据和复杂的空间现象,但现有的 GIS 软件解决方案在处理非线性距离时却极为困难。我们的关系重投影平台(RRP)填补了这一空白,它是一个简单的立体投影引擎,可将任意给定数据点居中投影到其余数据集,并使用一组广泛适用的非线性函数作为选项,转换该点到其他位置的大圆距离。这种重新投影数据的方法可以让用户快速、轻松地探索非线性距离变换(包括平方根和对数重新投影)如何揭示数据集中比标准投影更复杂的空间模式。我们的初始版本允许用户上传包含地理坐标和数据列的逗号分隔值(CSV)文件,并进行最小化清理,探索数据的各种空间变换。我们希望这一启发式工具能加强利用空间数据进行社会研究的探索阶段。
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来源期刊
CiteScore
6.10
自引率
11.40%
发文量
159
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