Morphing of Manifold-Valued Images inspired by Discrete Geodesics in Image SpacesPP

This poster addresses the morphing of manifold-valued images based on the time discrete geodesic paths model of Berkels, Effland and Rumpf 2015. We propose a space discrete model based on a finite difference approach on a staggered grid, where we focus on the linearized elastic potential in the regularizing term. Numerical examples give a proof of the concept of our ideas.

This is poster number 8 in Poster Session

Sebastian Neumayer (TU Kaiserslautern)
image morphing, image registration, manifold imaging