一种基于空间的共引网络绘制布局算法

A. Quirin, O. Cordón
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引用次数: 0

摘要

本文提出了一种用图形表示共被引网络(科学图)的绘图算法。这些网络具有一些有趣的和不寻常的拓扑性质,这些性质通常具有可视化的价值。通常,使用网络缩放算法对这些网络进行修剪,然后使用绘图算法\cite{Chen98a}将其可视化。然而,典型的绘图算法不能正常工作,特别是当网络规模增长时。当绘图空间没有充分填充时,会出现边缘交叉,从而导致不美观的显示。本文提出的方法能够以美观的方式打印出填充所有可用空间的网络,同时避免了边界交叉。详细介绍了该算法,并在两幅地图上与经典的Kamada-Kawai绘制算法进行了比较。
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A Space-Based Layout Algorithm for the Drawing of Co-citation Networks
We present in this paper a drawing algorithm to represent graphically co-citation networks (scientograms). These networks have some interesting and unusual topological properties which are often valuable to be visualized. In general, these networks are pruned with a network scaling algorithm, then visualized using a drawing algorithm \cite{Chen98a}. However, typical drawing algorithms do not work properly, especially when the size of the networks grows. Edge crossings appear while the drawing space is not adequately filled resulting in an unsightly display. The approach presented in this paper is able to print the networks filling all the available space in an aesthetic way, while avoiding edge crossings. The algorithm is detailed and compared with the classical Kamada-Kawai drawing algorithm on two maps.
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