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Riemannian Diffeomorphic Mapping and Some Applications

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VMVW03 - Flows, mappings and shapes

We review a few applications of large deformation diffeomorphic metric mapping and some of its variants, within a sub-Riemannian framework in diffeomorphism groups and shape spaces. After describing the basic principles, the talk will focus on applications in the construction of laminar coordinates in the cortical ribbon, on the quantification of fine motor tasks in children through letter tracing and on the statistical estimation of a changepoint in brain shape evolution for Alzheimer’s disease.

This talk is part of the Isaac Newton Institute Seminar Series series.

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