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基于数学形态学的医学图像分割 被引量:12

Medical image segmentation based on Mathematical Morphology
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摘要 采用分水岭算法对医学图像进行分割,并针对其容易产生过分割的缺点,作了两点改进:首先对原始图像进行自适应加权的多尺度形态滤波,然后引入浮点活动图像作为分水岭算法的输入。实验表明,该方法算法简单,能有效地抑制过分割现象,得到较好的分割效果。 In this paper, the watershed algorithm to segment medical images was introduced. The two improved methods considering the over-segmentation phenomena of watershed algorithm were presented. First, get the original image through multi-scale morphological filter with auto-adapted determinations weights, and then, introduced a floating-point active image as the input of watershed algorithm. Experiments show that the algorithm is very simple, and can restrain the over-segmentation phenomena effectively, so can obtain good results.
出处 《计算机应用》 CSCD 北大核心 2005年第10期2381-2382,2386,共3页 journal of Computer Applications
关键词 数学形态学 分水岭算法 自适应加权的多尺度形态滤波 浮点活动图像 mathematical morphology watershed algorithm: multi-scale morphological filter with auto-adapted determinations weights floating-point active image
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  • 1.MATLAB 6.0高级应用-图形图像处理[M].机械工业出版社,2001,5.1.
  • 2.MATLAB 6.0高级应用-图形图像处理[M].机械工业出版社,2001.5.1.
  • 3[1]Pal N R, Pal S K.A review on image segmentation techniques.Pattern Recognition,1993,26:1277~1294.
  • 4[2]Vincent L,Soille P.Watershed in digital spaces: An efficient algorithm based immersion simulations.IEEE Trans.PAMI,1991,13(6):583~598.
  • 5[3]Salembier P.Morphological multiscale segmentation for image coding.Signal Processing,1994,38(3):359~386.
  • 6[4]Haris K,Efstratiadis S N,Maglaveras N et al.Hybrid imagesegmentation using watersheds.In:SPIE Proc.Visual Communications and Image Processing'96,Orlando,Florida,U.S.A.,1996,2727:1140~1151.
  • 7[5]Vincent L.Morphological grayscale reconstruction in image analysis: Applications and efficient algorithms.IEEE Trans on Image Processing,1993,2(2):176~201.
  • 8[6]Canny J.A computational approach to edge detection.IEEE Trans.PAMI,1986,8:679~698.
  • 9[7]Shen J,Castan S.An optimal linear operator for step edge detection.CVGIP: Graphical Models Image Process.1992,54:112~133.
  • 10[2]Maragos P, Schafer R W. Morphological filters-part Ⅰ:Their set-theoretic analysis and relations to linear shift-invariant filters[J]. IEEE Trans, 1987, ASSP-35(8): 1153~1169.

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