OWA聚合距离函数及其在图像分割中的应用

L. Nedovic, Marija Delic, N. Ralević
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引用次数: 3

摘要

在图像分割算法中,距离函数代表了一个标准,根据该标准可以将像素划分为若干组段。分割标准的确定包括几个因素。聚合算子的应用使分割标准能够根据直观定义的标准进行调整。根据所应用的聚合算子的特征和距离函数作为分割的基本因素,得到具有指定特征的新的距离函数。本文提出了一种利用有序加权平均聚集算子构造距离函数的方法。通过“模糊c均值聚类”算法对图像进行分割,说明构造函数的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
OWA Aggregated Distance Functions and Their Application in Image Segmentation
In algorithms for image segmentation, distance functions represent a criterion based on which the pixels can be divided into groups of segments. Determination of the segmentation criterion includes several factors. The application of the aggregation operator enables the adjustment of the segmentation criteria according to the intuitively defined criterion. Depending on the characteristics of the applied aggregation operator and the distance functions as basic factors relevant for segmentation, the new distance functions with specified features are obtained. In this article one method for constructing distance functions using ordered weighted averaging aggregation operator is proposed. The application of the constructed functions is illustrated by the segmentation of the image through the “Fuzzy c-means clustering” algorithm for segmentation.
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