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Symposium on Total Variation

Monday, February 6, 2012
Room: FMI 02.09.023
TU München, MI-Building (Campus Garching)
Boltzmannstrasse 3
85748 Garching

The Total Variation has a number of favorable properties which make it well suited as a regularizer in variational optimization. The goal of this symposium is to bring together experts on total variation methods and discuss recent developments.

Talks

Time Speaker Title
09:00 - 09:20Massimo Fornasier (TUM) Variational Dithering, Kinetic Consistency, and a New Deconvolution Method
09:30 - 09:50Thomas Pock (TU Graz) Convex Relaxation of a Class of Vertex Penalizing Functionals
10:00 - 10:20Matteo Novaga (University of Padova) Explicit Solutions of the Denoising Problem
10min coffee break
10:40 - 11:00Antonin Chambolle (Ecole Polytechnique, Paris) Regularity Issues for the Minimizers of the Total Variation
11:10 - 11:30Vicent Caselles (Pompeu Fabra, Barcelona) The Subdifferential of Total Variation and its Anisotropic Versions
11:40 - 12:00Daniel Cremers (TUM) Total Cyclic Variation