Geometric Morphometrics Applied to Cartography

Frédéric Roulier
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Abstract

The morphological differences between two geographical maps can be highlighted by a polycentric distance cartogram resulting from a bidimensional regression. Beyond the communicational interest of the transformations thus produced, the method makes it possible to reveal the differences in structure and therefore constitutes a real research tool. However, bidimensional regression can only compare the shape of two maps. Since the 1990s, geometric morphometrics has revolutionized the morphological analysis of natural structures (and others). It has since been applied in many fields of research but not in cartography. This article describes the theoretical and methodological bases of a method combining bidimensional regression with a geometric morphometrics approach to compare the shape of several geographical maps. Geometric morphometrics and bidimensional regression indeed share common approaches of the statistical shape analysis like homologous landmarks and interpolation grids. However, there is no software in geometric morphometrics capable of directly reading geographical data, which would facilitate the work of cartographers accustomed to GIS software. That is why we present MapMorphy, a tool specifically developed for this task. An example on ancient maps illustrates the method.
应用于地图学的几何形态计量学
通过二维回归得出的多中心距离制图可以突出显示两幅地理图之间的形态差异。除了由此产生的变换所具有的交流意义之外,这种方法还能揭示结构上的差异,因此是一种真正的研究工具。不过,二维回归只能比较两幅地图的形状。自 20 世纪 90 年代以来,几何形态计量学彻底改变了对自然结构(和其他结构)的形态分析。此后,它被应用于许多研究领域,但尚未应用于制图学。本文介绍了一种将二维回归与几何形态计量学相结合的方法的理论和方法论基础,该方法用于比较几幅地理地图的形状。几何形态计量学和二维回归的确共享统计形状分析的共同方法,如同源地标和插值网格。然而,几何形态计量学中还没有一款软件能够直接读取地理数据,从而为习惯于使用地理信息系统软件的制图师的工作提供便利。因此,我们推出了专门为此任务开发的工具 MapMorphy。古地图上的一个例子说明了这一方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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