期刊文献+

基于球面保角映射理论的表面特征标记点匹配法

Signature point matching method based on spherical conformal mapping theory
下载PDF
导出
摘要 提出一种基于曲面参数化理论的半自动匹配方法.首先,选择任一样本数据作为参照模型,根据其表面几何特征手动标定特征标记点;其次,利用保角映射方法将全部样本数据映射到同一球形域,根据球面坐标对应关系实现在其他样本表面上特征标记点的自动标定;最后,利用迭代逼近点方法归一化特征标记点在空间的位置.实验考察了统计形状模型的通用性原则和专一性原则,并且比较了球面保角映射中不同约束条件对获得模型质量的影响.实验结果表明:利用球面保角映射3个基准点约束所得模型的专一性指标明显好于零质心约束方法,并且实验所需时间减少近50%. A semi-automatic matching method based on surface parameterization theory is presented. Firstly, one of surface sample data as a reference model is selected. According to the geometric characteristics of surface, some landmark points are choosed manually. Then, all the sample data are mapped to the same sphere by the conformal mapping method. The landmark points on the other surface samples are completed automatically according to the positions corresponding to their spherical coordinates. Finally, to normalize the positions of landmarks in threedimensional space, the Iterative Closed Points method is utilized. The experiments measure the general principle and specificity principle of the model. Moreover, the influence on the point distribution model due to the different constraints of spherical conformal mapping method is compared. The results show that the specificity of the model based on spherical confomcal mapping theory is much letter than that of zero centroid constraint method, the time for the experiment is decreased by 50%.
出处 《天津工业大学学报》 CAS 北大核心 2016年第1期54-58,共5页 Journal of Tiangong University
基金 天津市应用基础与前沿技术研究计划项目(14JCYBJC42300)
关键词 球面保角映射理论 特征标记点匹配 统计形状模型构建 活动形状模型 图像分割 spherical conformal mapping theory signature point matching statistical shape model building active shape model image segmentation
  • 相关文献

参考文献14

  • 1COOTES T F, TAYLOR C J. Statistical models of appearancefor medical image analysis and computer vision [C]//MedicalImaging 2001. [s.n.]:International Society for Optics and Photonics,2001: 236-248.
  • 2PARK H, MEYER C R, HYUNLIN PARK, et al. Constructionof an abdominal probabilistic atlas and its application insegmentation [J]. IEEE Trans on Medical Imaging,2003,22(4):483-492.
  • 3SHEFFER A, PRAUN E, ROSE K. Mesh parameterizationmethods and their applications [J]. Foundations and Trends inComputer Graphics and Vision, 2006,2(2):105-171.
  • 4BAUMBERG A, HOGG D. Learning flexible models from imagesequences[M]. Berlin:Springer Berlin Heidelberg, 1994.
  • 5WANG Y,PETERSON B S, STAIB L H. Shape-based 3D surfacecorrespondence using geodesics and local geometry [C]//Computer Vision and Pattern Recognition, 2000. Proceedings.[s.n.]:IEEE Conference on. IEEE, 2000, 2: 644-651.
  • 6BELONGIE S, MALIK J, PUZICHAJ. Shape matching andobject recognition using shape contexts[J]. IEEE Trans on PatternAnalysis and Machine Intelligence, 2002,42(4):509-522.
  • 7SCOTT G L, LONGUET-HIGGINS H C. An algorithm for associatingthe features of two images[J]. Proc of the Royal Societyof London, 1991,244(1309):21-26.
  • 8KELEMEN A, SZEKELY G, GERIG G. Elastic model-basedsegmentation of 3-Dneuroradiological data sets[J]. IEEE Trans.on Medical Imaging, 1999,18(10):828-839.
  • 9MEIER D, FISHER E. Parameter space warping: Shape -based correspondence between morphologically different objects[J]. IEEE Trans on Medical Imaging, 2002,21(1):31-47.
  • 10GU X, WANG Y, CHAN T F, et al. Genus zero surface conformalmapping and its application to brain surface mapping[J].IEEE Trans on Medical Imaging, 2004,23(8):949-958.

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部