使用小波分析和Gustafson-Kessel聚类的完全无监督图像分割

A. Elsayad
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引用次数: 4

摘要

图像分割是图像分析和理解的第一步。然而,大多数图像分割算法需要先验地知道待分割图像中的分区数量。提出了一种基于小波分析和模糊Gustafson-Kessel (GK)算法的完全无监督图像分割新方法。该算法不需要预定义的分区数量,也不需要图像中纹理的数量。该算法包括特征提取,利用小波变换将图像分解成不同的光谱分量,并为每个像素构建特征向量。使用GK聚类算法将这些向量分组成簇。GK算法对陷入局部极小值的敏感性较低,具有生成不同几何形状簇的能力。确定适当的聚类数量,即图像片段的数量,以最小化紧凑性和分离聚类有效性度量。将该算法应用于人工图像和真实图像的分割,实验结果证明了该方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Completely unsupervised image segmentation using wavelet analysis and Gustafson-Kessel clustering
Image segmentation is the first step towards image analysis and image understanding. However, most image segmentation algorithms require a priori knowledge of the number of partitions in the image to be segmented. This paper introduces a novel method for completely unsupervised image segmentation by using wavelet analysis and fuzzy Gustafson-Kessel (GK) algorithm. The proposed algorithm needs no predefined number of partitions nor the number of textures in the image. The algorithm consists of feature extraction employs wavelet transform to decompose the image into different spectral components and build a feature vector for every pixel. These vectors are grouped together into clusters using the GK clustering algorithm. GK is less sensitive to fall into local minima and it has the power to generate clusters with different geometrical shapes. The appropriate number of clusters, hence number of image segments, is determined to minimize the compactness and separation clustering validity measure. The algorithm is applied to segment artificial and real images where experimental results demonstrate the effectiveness of the proposed method.
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