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Topology preservation is a necessary condition to be satisfied, especially for landmark-based image registration. Here, we focus on two different families of radial kernels, known as Gneiting and Matérn kernels. So, taking a number of landmarks, we analyze topology preservation and registration properties of these two families of kernels. Finally, we show some results considering test examples and real applications.
This presentation is part of Minisymposium “MS2 - Interpolation and Approximation Methods in Imaging (4 parts)”
organized by: Alessandra De Rossi (University of Torino) , Costanza Conti (University of Firenze) , Francesco Dell'Accio (University of Calabria) .