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Refined support and entropic uncertainty inequalities

Published 29 Oct 2012 in cs.IT and math.IT | (1210.7711v1)

Abstract: Generalized versions of the entropic (Hirschman-Beckner) and support (Elad-Bruckstein) uncertainty principle are presented for frames representations. Moreover, a sharpened version of the support inequality has been obtained by introducing a generalization of the coherence. In the finite dimensional case and under certain conditions, minimizers of this inequalities are given as constant functions on their support. In addition, $\ellp$-norms inequalities are introduced as byproducts of the entropic inequalities.

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