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基于颜色和纹理信息的快速前景提取方法
引用本文:穆亚东,周秉锋.基于颜色和纹理信息的快速前景提取方法[J].计算机学报,2009,32(11).
作者姓名:穆亚东  周秉锋
作者单位:北京大学计算机科学技术研究所,北京,100871
摘    要:近年来,研究者们提出了许多算法来处理前景提取和图像抽取问题.然而,这些算法存在许多共同缺点:需要三元图作为输入、计算时间过长、大部分算法仅仅使用颜色信息等等.在这篇文章里,作者提出了一种新的快速多层次前景提取办法.首先,应用一种改进的多层次图分割算法,将输入图像粗略地分割为前景和背景两个部分.然后,使用信念传播算法(belief propagation)估计前景/背景交界处像素的不透明度.不同于通常的信念传播算法,在平滑项和颜色项之外,作者通过构造灰度共生矩阵引人了纹理信息.鉴于数码相机图像的分辨率仍在持续快速增长,作者提出的多层次图分割算法可以在加速上述计算过程的同时,获得可以和当前许多算法相媲美的局部最优解.实验结果证明文中所提出的算法对于大尺寸图像尤其有效.

关 键 词:分层图分割  信念传播  共生矩阵  马尔可夫随机场

A Fast Object Extraction Method Based on Color and Texture Information
MU Ya-Dong,ZHOU Bing-Feng.A Fast Object Extraction Method Based on Color and Texture Information[J].Chinese Journal of Computers,2009,32(11).
Authors:MU Ya-Dong  ZHOU Bing-Feng
Abstract:In recent years researchers have developed many algorithms for object extraction and image matting. However, previous approaches usually require trimaps as input, or consume in-tolerably long time to get the final results, and most of them just consider the color information. This paper proposes a novel fast hierarchical object extraction method. First the input image is segmented roughly into two regions: foreground and background, using a modified hierarchical Graph Cuts algorithm. After that, the opacity values for the pixels nearby the foreground/back-ground border are estimated using belief propagation (BP). Unlike traditional BP-based approa-ches, besides the smoothness and color constraints, the texture information is introduced by building grayscale co-occurrence matrices. Moreover, considering the fact that the resolution of photographs taken by digital cameras continues to increase at a rapid and steady pace, the modi-fied version of hierarchical Graph Cuts proposed in this paper could accelerate the above-men-tioned computation process, getting a comparably satisfactory local optimal solution as previous ap-proaches. Experiments show that the method is effective and efficient especially for large images.
Keywords:hierarchical graph cuts  belief propagation (BP)  co-occurrence matrix  Markov ran-som fields
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