7953

A Splitting Algorithm for Directional Regularization and Sparsification

Lars Lau Raket, Mads Nielsen
Department of Computer Science, University of Copenhagen
International Conference on Pattern Recognition (ICPR), 2012

@article{raket2012splitting,

   title={A Splitting Algorithm for Directional Regularization and Sparsification},

   author={Rak{^e}t, L.L. and Nielsen, M.},

   year={2012}

}

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We present a new split-type algorithm for the minimization of a p-harmonic energy with added data fidelity term. The half-quadratic splitting reduces the original problem to two straightforward problems, that can be minimized efficiently. The minimizers to the two sub-problems can typically be computed pointwise and are easily implemented on massively parallel processors. Furthermore the splitting method allows for the computation of solutions to a large number of more advanced directional regularization problems. In particular we are able to handle robust, non-convex data terms, and to define a 0-harmonic regularization energy where we sparsify directions by means of an L^0 norm.
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