Chord distributions for shape matching

Stephen P. Smith, Anil K. Jain
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引用次数: 44

Abstract

A shape matching method based on concepts tied to integral geometry is studied. The method consists of computing the distribution of random chords over the figures to be matched and comparing them by means of the Kolmogorov-Smirnov test. A simplified form of the procedure for matching figures to a circle yields a test for circularity. It is generalized to obtain a statistical test for shape matching and then modified to produce a dissimilarity measure between shapes. The circularity test is performed on 30 shapes and compared to two other circularity measures found in the literature. Experiments are also performed using the matching procedures.

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用于形状匹配的弦分布
研究了一种基于积分几何概念的形状匹配方法。该方法包括计算待匹配图形上随机和弦的分布,并通过Kolmogorov-Smirnov检验对它们进行比较。将数字与圆相匹配的程序的一种简化形式产生了圆度测试。首先将其推广到形状匹配的统计检验,然后对其进行修正,得到形状之间的不相似度度量。圆度测试在30种形状上进行,并与文献中发现的其他两种圆度测量进行比较。实验也进行了使用匹配程序。
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