IMAGeS team: IMages, leArning, Geometry and Statistics

Difference between revisions of "TIBM: Registration"

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* Thus, we have proposed a deformable registration method for jointly mapping of a set of images [https://icube-publis.unistra.fr/2-NHHA12 2-NHHA12], which is a necessary prerequisite for conducting population studies.
 
* Thus, we have proposed a deformable registration method for jointly mapping of a set of images [https://icube-publis.unistra.fr/2-NHHA12 2-NHHA12], which is a necessary prerequisite for conducting population studies.
 
* A registration algorithm dedicated to retinal images has also been developed [https://icube-publis.unistra.fr/2-FLP11 2-FLP11].
 
* A registration algorithm dedicated to retinal images has also been developed [https://icube-publis.unistra.fr/2-FLP11 2-FLP11].
* Contributions were made for the non-rigid registration of binary images [https://icube-publis.unistra.fr/2-GNKF12 2-GNKF12] as well as the warping of binary images  under topological constraints [https://icube-publis.unistra.fr/2-FPNC11 2-FPNC11].
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* Contributions were made for the non-rigid registration of binary images [https://icube-publis.unistra.fr/2-GNKF12 2-GNKF12] as well as for the warping of binary images  under topological constraints [https://icube-publis.unistra.fr/2-FPNC11 2-FPNC11].
 
* The problem of warping 4th order tensor fields was also tackled [https://icube-publis.unistra.fr/4-GRNH11 4-GRNH11], the 4th order tensor being a mathematical model used in diffusion MRI to represent fiber intersections.
 
* The problem of warping 4th order tensor fields was also tackled [https://icube-publis.unistra.fr/4-GRNH11 4-GRNH11], the 4th order tensor being a mathematical model used in diffusion MRI to represent fiber intersections.
 
* Estimating non-rigid registration between two exams of a given subject is an interesting tool for the quantification of cerebral atrophy over time. In this context, a method was proposed for estimating the uncertainty in atrophy quantification using a Bayesian framework [https://icube-publis.unistra.com/2-SRHR13 2-SRHR13].
 
* Estimating non-rigid registration between two exams of a given subject is an interesting tool for the quantification of cerebral atrophy over time. In this context, a method was proposed for estimating the uncertainty in atrophy quantification using a Bayesian framework [https://icube-publis.unistra.com/2-SRHR13 2-SRHR13].

Revision as of 11:16, 10 October 2016


Registration is a crucial step in medical image processing. Registration may be mono- or multimodal, rigid (intra-patient) or deformable (inter-patient) and may involve two or more images.

  • Thus, we have proposed a deformable registration method for jointly mapping of a set of images 2-NHHA12, which is a necessary prerequisite for conducting population studies.
  • A registration algorithm dedicated to retinal images has also been developed 2-FLP11.
  • Contributions were made for the non-rigid registration of binary images 2-GNKF12 as well as for the warping of binary images under topological constraints 2-FPNC11.
  • The problem of warping 4th order tensor fields was also tackled 4-GRNH11, the 4th order tensor being a mathematical model used in diffusion MRI to represent fiber intersections.
  • Estimating non-rigid registration between two exams of a given subject is an interesting tool for the quantification of cerebral atrophy over time. In this context, a method was proposed for estimating the uncertainty in atrophy quantification using a Bayesian framework 2-SRHR13.
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PhD thesis


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