[BIC-announce] Rachid Deriche's Group - talk on Monday at 4pm
Kaleem Siddiqi
siddiqi at cim.mcgill.ca
Fri Mar 31 11:32:35 EST 2006
Dear Colleagues,
Rachid Deriche and his group will be visiting us on Monday and
Tuesday next week and
we have scheduled a talk for Monday afternoon, which should be of
broad interest
to those working in the area of medical imaging.
Date: Monday, April 3rd.
Time and Place: 4pm, Grandpre Communication Centre, Montreal
Neurological Institute
(http://www.mni.mcgill.ca/dgpcentre/)
Title: A Statistical Framework for DTI Segmentation
Authors: Christophe Lenglet; INRIA
Mikaël Rousson; Siemens Corporate Research, Inc.
Rachid Deriche; INRIA
Abstract:
We address the problem of the segmentation of cerebral white matter
structures from diffusion tensor images (DTI). DTI can be estimated
from a set of diffusion weighted images and provides tensor-valued
images where each voxel is assigned with a 3x3 symmetric, positive-
definite matrix. As we will show in this paper, the definition of a
dissimilarity measure and statistics between tensors is a non trivial
task which must be carefully tackled. We claim that, by using the
differential geometrical properties of the manifold of multivariate
normal distributions, it is possible to improve the quality of the
segmentation obtained with other dissimilarity measures such as the
Euclidean distance or the Kullback-Leibler divergence. Our goal is to
prove that the choice of this probability metric has a deep impact on
the tensor statistics and, hence, on the achieved results. We
introduce a variational formulation to estimate the optimal
segmentation of a diffusion tensor image. We show how to estimate
diffusion tensors statistics for three different probability metrics
and evaluate their respective performances. We validate and compare
the results obtained on synthetic and real datasets.
Best Regards,
-Kaleem
Kaleem Siddiqi
School of Computer Science & Centre For Intelligent Machines
McGill University
http://www.cim.mcgill.ca/~siddiqi
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