Literature DB >> 14964564

An adaptive level set segmentation on a triangulated mesh.

Meihe Xu1, Paul M Thompson, Arthur W Toga.   

Abstract

Level set methods offer highly robust and accurate methods for detecting interfaces of complex structures. Efficient techniques are required to transform an interface to a globally defined level set function. In this paper, a novel level set method based on an adaptive triangular mesh is proposed for segmentation of medical images. Special attention is paid to an adaptive mesh refinement and redistancing technique for level set propagation, in order to achieve higher resolution at the interface with minimum expense. First, a narrow band around the interface is built in an upwind fashion. An active square technique is used to determine the shortest distance correspondence (SDC) for each grid vertex. Simultaneously, we also give an efficient approach for signing the distance field. Then, an adaptive improvement algorithm is proposed, which essentially combines two basic techniques: a long-edge-based vertex insertion strategy, and a local improvement. These guarantee that the refined triangulation is related to features along the front and has elements with appropriate size and shape, which fit the front well. We propose a short-edge elimination scheme to coarsen the refined triangular mesh, in order to reduce the extra storage. Finally, we reformulate the general evolution equation by updating 1) the velocities and 2) the gradient of level sets on the triangulated mesh. We give an approach for tracing contours from the level set on the triangulated mesh. Given a two-dimensional image with N grids along a side, the proposed algorithms run in O(kN) time at each iteration. Quantitative analysis shows that our algorithm is of first order accuracy; and when the interface-fitted property is involved in the mesh refinement, both the convergence speed and numerical accuracy are greatly improved. We also analyze the effect of redistancing frequency upon convergence speed and accuracy. Numerical examples include the extraction of inner and outer surfaces of the cerebral cortex from magnetic resonance imaging brain images.

Mesh:

Year:  2004        PMID: 14964564     DOI: 10.1109/TMI.2003.822823

Source DB:  PubMed          Journal:  IEEE Trans Med Imaging        ISSN: 0278-0062            Impact factor:   10.048


  6 in total

1.  Active mean fields: solving the mean field approximation in the level set framework.

Authors:  Kilian M Pohl; Ron Kikinis; William M Wells
Journal:  Inf Process Med Imaging       Date:  2007

2.  Combining anatomical manifold information via diffeomorphic metric mappings for studying cortical thinning of the cingulate gyrus in schizophrenia.

Authors:  Anqi Qiu; Laurent Younes; Lei Wang; J Tilak Ratnanather; Sarah K Gillepsie; Gillian Kaplan; John Csernansky; Michael I Miller
Journal:  Neuroimage       Date:  2007-05-18       Impact factor: 6.556

3.  Segmentation of brain MR images using a charged fluid model.

Authors:  Herng-Hua Chang; Daniel J Valentino; Gary R Duckwiler; Arthur W Toga
Journal:  IEEE Trans Biomed Eng       Date:  2007-10       Impact factor: 4.538

4.  3D surface voxel tracing corrector for accurate bone segmentation.

Authors:  Haoyan Guo; Sicong Song; Jinke Wang; Maozu Guo; Yuanzhi Cheng; Yadong Wang; Shinichi Tamura
Journal:  Int J Comput Assist Radiol Surg       Date:  2018-06-18       Impact factor: 2.924

5.  A Moving Grid Framework for Geometric Deformable Models.

Authors:  Xiao Han; Chenyang Xu; Jerry L Prince
Journal:  Int J Comput Vis       Date:  2009-08-01       Impact factor: 7.410

6.  Computer aided evaluation of ankylosing spondylitis using high-resolution CT.

Authors:  Sovira Tan; Jianhua Yao; Michael M Ward; Lawrence Yao; Ronald M Summers
Journal:  IEEE Trans Med Imaging       Date:  2008-09       Impact factor: 10.048

  6 in total

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