Yu Bo
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An improved discontinuity-preserving image registration model and its fast algorithm
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Indexed by:期刊论文

Date of Publication:2016-12-01

Journal:APPLIED MATHEMATICAL MODELLING

Included Journals:SCIE、EI、Scopus

Volume:40

Issue:23-24

Page Number:10740-10759

ISSN No.:0307-904X

Key Words:Deformable image registration; Regularization; Multilevel

Abstract:Recently, Chumchob-Chen(2010) proposed a discontinuity-preserving image registration model which was more flexible than those common techniques such as the diffusion and total variation based regularization techniques. However, each component of displacement field is regularized separately in this model and then the nonlinear diffusion processes resulting from the first variation of the discontinuity-preserving regularization do not enforce coupling between the primary components of the displacement field. Thus the discontinuity-preserving model may prevent to obtain a good registration in some situations, for example non-smooth registration problems with non-axis-aligned discontinuities. To utilize interdependence between the primary components of the deformation field for smooth and non-smooth registration problems, we propose an improved discontinuity preserving image registration model in this paper, second we propose an idea of relaxed fixed point combining with Gauss-Newton scheme with Armijo's line search for solving the new model and further to combine with a multilevel method to achieve fast convergence. Numerical experiments not only confirm that our proposed method is efficient and stable, but also it can give more satisfying registration results according to image quality. (C) 2016 Elsevier Inc. All rights reserved.

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Gender:Male

Alma Mater:吉林大学

Degree:Doctoral Degree

School/Department:数学科学学院

Discipline:Computational Mathematics. Financial Mathematics and Actuarial Science

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