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Dipartimento Matematica
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Seminario del 2017
Luglio
05
2017
pagina stampabile
Ivan Selesnick
Sparse-regularized Least Squares and Nonlinear Smoothing
analisi numerica
In this talk, we describe how certain signal smoothing problems can be formulated using sparse-regularized least squares. The L1 norm is often used for this purpose because it preserves the convexity of the objective function to be minimized. We describe novel non-convex regularizers that outperform the L1 norm, yet preserve the convexity of the objective function.
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