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一种改进的Snake模型图像分割算法 被引量:2

The image segmentation of the complex region based on snake model
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摘要 针对Snake模型不能收敛到深凹陷区域的缺点,提出一种Snake模型的改进算法。首先把模型不能收敛到深凹陷区域归结为内部能量产生的收缩不足,在此基础上改变新的力,以调整内部能量;然后在不增加参数个数的前提下给出新的能量表达式。算法的实现采用贪婪算法。结果表明,改进的Snake模型能迅速地收敛到凹陷区域,并减少了结果对初值的依赖,明显优于传统Snake模型。 To resolve the problems that the traditional snake model can not converge the concavity district well in the segmentation of complex region, the paper makes improvement for the traditional snake model in two aspects. On one hand, increasing one energy item created by doing work, on another hand, adopting greey algorithm in two stages. The result shows that the improved snake model can quickly converge the concavity region and the more complex region, and has decreased the dependence of the result of segmentation to the initial value and the influence of noise point to the boundary.
作者 张辉 吴月宁
出处 《微型机与应用》 2010年第11期36-37,41,共3页 Microcomputer & Its Applications
关键词 SNAKE模型 图像分割 内部能量 深凹陷区域 snake model image segmentation internal energy concavity region
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参考文献6

  • 1KASS M, WITKIN A, TERZOPOULOUSE D. Snakes: active contour model in brady IM, rosenfield a eds proceed- ings of the 1st international confererce on computer Vision [C]. London: IEEE Computer Society Press, 1987:259-268.
  • 2DUNCAN J S, AYACHE N. Medical image analysis: progress over two decades and the challenges ahead [J]. IEEE Trans. Patt. Anal. Mach. Intel., 2000,22(1):85-106.
  • 3DAVISON N E, EVIATAR H, SOMORJAI R L. Snakes simplified[J]. Pattern Recognition, 2000, (33): 1651-1664.
  • 4王元全,汤敏,王平安,夏德深,徐晔.Snake模型与深度凹陷区域的分割[J].计算机研究与发展,2005,42(7):1179-1184. 被引量:16
  • 5WILLIAMS D J, SHAH M. A fast algorithm for active contours and curvature estimation[J]. CVGIP: Imag. Under., 1992,55(1): 14-26.
  • 6张辉,戴芳,赵凤群,胡阳涟.基于Snake模型的复杂区域图像分割[J].激光与红外,2008,38(4):404-406. 被引量:3

二级参考文献18

  • 1王元全,汤敏,王平安,夏德深,徐晔.Snake模型与深度凹陷区域的分割[J].计算机研究与发展,2005,42(7):1179-1184. 被引量:16
  • 2M. Kass, A. Witkin, D. Terzopoulos. Snake: Active contour models. International Journal Computer Vision, 1988, 1(4): 321~331
  • 3L.D. Cohen, I. Cohen. Finite element methods for active contour models and balloons for 2D and 3D images. IEEE Trans.PAMI, 1993, 15(11): 1131~1147
  • 4C. Xu, J. L. Prince. Snakes, Shapes and gradient vector flow.IEEE Trans. Image Processing, 1998, 7 (3): 359~ 369
  • 5S. Lobregt, M. A. Viergever. A discrete dynamic contour model. IEEE Trans. Medical Imaging, 1995, 14(1): 12~24
  • 6H.W. Park, T. Sehoepflin, Y. Kim. Active contour model with gradient directional information: Directional Snake. IEEE Trans.Circuits and Systems for Video Technology, 2001, 11(2): 252~256
  • 7N. Paragios, O. Mellina-Gottardo, V. Ramesh. Gradient vector flow fast geometric active contours. IEEE Trans. PAMI, 2004,26(3): 402~407
  • 8N. Ray, S. T. Acton, T. Altes, et al. Merging parametric active contours within homogeneous image regions for MRI-based lung segmentation. IEEE Trans. Medical Imaging, 2003, 22(2):189~ 199
  • 9T. Pavlidis, Y. Liow. Integrating region growing and edge detection. IEEE Trans. PAMI, 1990, 12(3): 225~233
  • 10H. Delingette, J. Montagnat. Shape and topology constraints on parametric active contours. Computer Vision and Image Understanding, 2001, 83(2): 140~171

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