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Enhancing atlas based segmentation with multiclass linear classifiers

delete2016-11-30
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Michaël Sdika *
DOI:10.1118/1.4935946delete
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摘要

摘要

En 中文
Purpose: To present a method to enrich atlases for atlas based segmentation. Such enriched atlases can then be used as a single atlas or within a multiatlas framework. Methods: In this paper, machine learning techniques have been used to enhance the atlas based segmentation approach. The enhanced atlas defined in this work is a pair composed of a gray level image alongside an image of multiclass classifiers with one classifier per voxel. Each classifier embeds local information from the whole training dataset that allows for the correction of some systematic errors in the segmentation and accounts for the possible local registration errors. The authors also propose to use these images of classifiers within a multiatlas framework: results produced by a set of such local classifier atlases can be combined using a label fusion method. Results: Experiments have been made on the in vivo images of the IBSR dataset and a comparison has been made with several state-of-the-art methods such as FreeSurfer and the multiatlas nonlocal patch based method of Coup or Rousseau. These experiments show that their method is competitive with state-of-the-art methods while having a low computational cost. Further enhancement has also been obtained with a multiatlas version of their method. It is also shown that, in this case, nonlocal fusion is unnecessary. The multiatlas fusion can therefore be done efficiently. Conclusions: The single atlas version has similar quality as state-of-the-arts multiatlas methods but with the computational cost of a naive single atlas segmentation. The multiatlas version offers a improvement in quality and can be done efficiently without a nonlocal strategy. (C) 2015 American Association of Physicists in Medicine.
Keyword:
atlas based segmentation
multiple atlas
machine learning
support vector machine
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期刊

Medical Physics 封面图
Medical Physics
IF:
3.2
论文数:
3.7W
被引数:
3.2W

机构

U
Universite Claude Bernard Lyon 1
学者数:
2.4W
论文数: 1.7W
被引数: 156
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