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Infrared image segmentation method based on 2D histogram shape modification and optimal objective function

查看全文 作  者:Songtao [1,2]Liu;Donghua [2]Gao;Fuliang [1]Yin 高影响力作者 机构地区:[1]Faculty of Electronic Information&Electrical Engineering,Dalian University of Technology;[2]Department of Information&Communication Engineering,Dalian Naval Academy高影响力机构 出  处:《Journal of Systems Engineering and Electronics》索引2013年第24卷第3期,共9页高影响力期刊 基  金:supported by the China Postdoctoral Science Foundation(20100471451);the Science and Technology Foundation of State Key Laboratory of Underwater Measurement&Control Technology(9140C2603051003) 摘  要:In the methods of image thresholding segmentation,such methods based on two-dimensional(2D) histogram and optimal objective functions are important.However,when they are used for infrared image segmentation,they are weak in suppressing background noises and worse in segmenting targets with non-uniform gray level.The concept of 2D histogram shape modification is proposed,which is realized by target information prior restraint after enhancing target information using plateau histogram equalization.The formula of 2D minimum Renyi entropy is deduced for image segmentation,then the shape-modified 2D histogram is combined with four optimal objective functions(i.e.,maximum between-class variance,maximum entropy,maximum correlation and minimum Renyi entropy) respectively for the application of infrared image segmentation.Simultaneously,F-measure is introduced to evaluate the segmentation effects objectively.The experimental results show that F-measure is an effective evaluation index for image segmentation since its value is fully consistent with the subjective evaluation,and after 2D histogram shape modification,the methods of optimal objective functions can overcome their original forms' deficiency and their segmentation effects are more or less improvements,where the best one is the maximum entropy method based on 2D histogram shape modification. 关 键 词:图像分割方法 优化目标函数 红外图像分割 二维直方图 形状修改 RENYI熵 最大熵方法 直方图均衡化
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