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天津大学 计算机科学与技术学院 天津,300072
收稿日期:2006-07-13,
修回日期:2006-09-15,
网络出版日期:2007-01-30,
纸质出版日期:2007-01-30
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张红颖, 张加万, 孙济洲. 改进Demons算法的非刚性医学图像配准[J]. 光学精密工程, 2007,15(1):145-150.
ZHANG Hong-ying, ZHANG Jia-wan, SUN Ji-zhou. Non-rigid medical image registration based on improved Demons algorithm[J]. Optics and precision engineering, 2007, 15(1): 145-150.
非刚性配准是医学图像处理的一个重要的研究方向。基于光流场模型的Demons算法由于仅依赖图像灰度梯度使图像变形
当缺乏梯度信息时图像的变形方向不能确定
因而容易造成误配准
且该算法只适合于单模态图像配准。本文针对最大互信息配准方法在多模态刚性配准中的成功应用
提出了一种可用于多模态图像配准的改进Demons算法。该方法在原有驱动图像变形力的基础上
增加两幅图像间互信息对当前变换的梯度作为附加力作用
使浮动图像向两图像间互信息增大的方向变形
正确地配准图像。为避免陷入局部极值并提高算法的运行速度
该方法在多分辨率策略下实现。使用单模态、多模态图像分别进行实验来验证此算法
并与原始Demons算法进行比较
实验表明
该方法能够快速地产生准确的配准变换。
Non-rigid registration is one of the important research issues in medical image processing field. An intensity-based automatic deformable image registration algorithm
known as the "Demons" algorithm
only depends on the image intensity gradients of the reference image to drive the floating image transform
it easily results in wrong registration when gradients are small
even being zeros. Moreover
this algorithm is not fit for the registration of multi-modality images. So
an improved "Demons" algorithm is proposed in this paper. The method adds additional external force based on the fact that the two images can make the mutual information between them maximal
and the force is defined as the gradient of mutual information between the two images with respect to the deformation field. Moreover
to avoid local extrema and speed up the registration process
the algorithm is performed in a multi-resolution manner. Experiments are conducted with both mono-modality and multi-modality images
the results show that this improved method can get a accurate registration transformation quickly.
. ZITOVA B, FLUSSER J. Image registration methods: A survey [J].Imag. & Vision Comput., 2003,21:977-1000.
. 刘松涛,王学伟,周晓东,等. 基于传感器参数和目标轮廓中心的自动配准算法研究[J]. 光学 精密工程,2005,13(3):355-363. LIU S T,WANG X W,ZHOU X D,et al.. Automatic registration algorithm based on sensor parameters and targets contour centroid[J]. Opt. Precision Eng., 2005, 13(3):355-363. (in Chinese)
. 罗诗途,王艳玲,张玘,等. 车载图像跟踪系统中电子稳健算法的研究[J]. 光学 精密工程,2005,13(3):96-103. LUO S T, WANG Y L, ZHANG Q, et al.. Electronic image stabilizing algorithm for image tracking system on vehicle[J]. Opt. Precision Eng., 2005, 13(3):96-103. (in Chinese)
. THIRION J P. Image matching as a diffusion process: an analogy with Maxwell’s Demons[J]. Med. Imag. Anal., 1998, 2(3): 243-260.
. TICHAVSKY P, WONG K T. New fluid-mechanics-based quasi-Bayesian statistical models of a nominally linear towed-array's shape deformation . Proc. ICASSP'2002, Orlando, Florida, USA, 2002:2841-2844.
. WANG H, DONG L, O’DANIEL J, et al.. Validation of an accelerated 'Demons’ algorithm for deformable image registration in radiation therapy[J]. Phys. Med. Biol, 2005,(50): 2887-2905.
. XIE Z, NG L, GEE J C. Two algorithms for non-rigid image registration and their evaluation[J]. SPIE,2003, 5032:157-164.
. MAES F, COLLIGNON A, VANDERMEULEN D, et al.. Multimodality image registration by maximization of mutual information[J]. IEEE Trans. Med. Imaging, 1997, 16(2):187-198.
. VIOLA P, WELLS W M. Alignment by maximization of mutual information[J]. Int. J. Comput. Vision, 1997, 24 (2):137-154.
. ZADEH M B, JUTTEN C, NAYBI K. Differential of the mutual information [J]. IEEE Signal Proc. Lett.,2004, 11(1): 48-51.
. CHRISTOPHE C H, GERARDO H, OLIVER F. A variational approach to multi-modal image matching . Proceedings of the IEEE Workshop on Variational and Level Set Methods, 2001:21-28.
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