Abstract

Problem statement: Image segmentation is a fundamental step in many a pplications of image processing. Skin cancer has been the most common of all new cancers detected each year. At early stage detection of skin cancer, simple and ec onomic treatment can cure it mostly. An accurate segmentation of skin images can help the diagnosis to define well the region of the cancer. The principal approach of segmentation is based on thre sholding (classification) that is lied to the probl em of the thresholds estimation. Approach: The objective of this study is to develop a method to segment the skin images based on a mixture of Beta distribu tions. We assume that the data in skin images can be modeled by a mixture of Beta distributions. We u sed an unsupervised learning technique with Beta distribution to estimate the statistical parameters of the data in skin image and then estimate the thresholds for segmentation. Results: The proposed method of skin images segmentation was implemented and tested on different skin images. We obtained very good results in comparing with the same techniques with Gamma distribution. Conclusion: The experiment showed that the proposed method obtained very good results but it requires m ore testing on different types of skin images.

Highlights

  • Image segmentation is an important step in image analysis, pattern recognition, and computer vision

  • The Beta distribution is more general than Gaussian and Gamma and it can approximate any shape of histogram as skewed to left, skewed to right and symmetric (El Zaart and Ziou, 2007)

  • We present only three skin images

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Summary

Introduction

Image segmentation is an important step in image analysis, pattern recognition, and computer vision. The segmentation is used to detect the region of the breast cancer (El Zaart et al, 2004; Ferrari et al, 2004). Many techniques exist for image segmentation based on different methods. Iterative self-organizing data analysis technique is one of the thresholding methods in image segmentation. Gamma distribution can only approximate a symmetric shape and a skewed to right shape of the histogram. The Beta distribution is more general than Gaussian and Gamma and it can approximate any shape of histogram as skewed to left, skewed to right and symmetric (El Zaart and Ziou, 2007). We compare Beta with other distributions and give a definition of the Beta distribution

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