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基于特征点检测的CPD配准算法

CPD Algorithm for Registration Based on Feature Point Detection
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摘要 文章针对非刚性配准CPD(coherent point drift)算法的过程中,计算复杂运行时间长的问题,提出了一种基于曲率特征点检测的配准算法。通过提取目标点集的特征点集,并对所提取的特征点集用CPD算法进行配准,可以使减少运算规模进而减少算法运行时间,提高了配准效率。 In order to solve the problem of complex calculation and long running time in the process of non-rigid registration of CPD(coherent point drift) algorithm, a registration algorithm based on curvature feature point detection is proposed. By extracting the feature points of the target point set and registering the extracted feature points with the CPD algorithm, the operation can be less complex and the algorithm running time can be reduced, thereby improving the registration efficiency.
作者 刘咏璐 Liu Yonglu(1.AnHui Province Key Laboratory of Medical Physics and Technology, Center of Medical Physics and.Technology, Hefei Institutes of Physical Science, Chinese Academy of Sciences, Hefei 230031, China; 2.University of Science and Technology of China, Hefei 230026, Chin)
出处 《电子技术(上海)》 2018年第3期14-16,共3页 Electronic Technology
关键词 特征点检测 非刚性点集配准 相干点漂移 feature points extracting nonrigid algorithm coherent point drift
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  • 1孙大飞,Dempster A P, Laird N M, et al. Maximum likelihood from Incomplete data via the EM algorithm[J ]. Journal of the Royal Statistical Society, Series B, 1997,39(1) :1-38.
  • 2Meng X L, Rubin D B. Recent Extension to the EM algorithm[M]. Bayesian Statistics 4. Oxford: Oxford University Press, 1992: 307 - 320.
  • 3Andrieu C,Doucet A. Online Expection- Maximization Type Algorithms for Parameter Estimation in General State Space Models[C]//in Proc. IEEE Int. Conf. Aooustics, Speech, and Signal Processing. [s. l. ] : [s. n. ] ,2003:69- 72.
  • 4贾沛璋,朱征桃.最优估计及其应用[M].北京:科学出版社,1994.
  • 5Parzen E. On the estimation of a probability density function andmode [ J ]. Annals of Mathematical Statistics, 1962,33 : 1065 - 1076.
  • 6Wang A P, Wang H. Minimising entropy and mean tracking control for affine nonlinear and non - Gaussian dynamic stochastic system[J]. IEE Proceedings Control Theory & Application, 2005,151 (4) : 405 - 520.
  • 7Wang A P, Wang H, Tan J. Optimal Filtering for Multivariable Stochastic System via Residual Probability Density Function Shaping[ C]//Proceedings of SICE 2005 Annual Corderence. [s. l. ] : [s. n. ] ,2005:215 - 219.
  • 8Guo L, Wang H. Mininum entropy filtering for multivariate stochastic systems with non- Gaussian noises [ J ]. IEEE Transactions on Automatic Control,2006,51(4) :670 -695.
  • 9郭雷,程代展,张纪峰,等.控制理论导论[M].北京:科学出版社,2005.
  • 10梁应敞,张贤达,李衍达,张沛武.非高斯相关噪声中高斯信号的时延估计[J].电子科学学刊,1997,19(5):606-612. 被引量:6

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