In this paper we present a total variation denoising problem for probability measures using the set of fixed point probability measures of iterated function systems with probabilities IFSP. By means of the Collage Theorem for contraction mappings, we provide an upper bound for this problem that can be solved by determining a set of probabilities.
Total variation denoising of probability measures using iterated function systems with probabilities / D. La Torre, F. Mendivil, E.R. Vrscay (AIP CONFERENCE PROCEEDINGS). - In: ICNPAA 2016 : World Congress[s.l] : American Institute of Physics, 2017 Feb. - ISBN 9780735414648. - pp. 020091-1-020091-5 (( Intervento presentato al 11. convegno ICNPAA tenutosi a La Rochelle nel 2016.
Total variation denoising of probability measures using iterated function systems with probabilities
D. La TorrePrimo
;
2017
Abstract
In this paper we present a total variation denoising problem for probability measures using the set of fixed point probability measures of iterated function systems with probabilities IFSP. By means of the Collage Theorem for contraction mappings, we provide an upper bound for this problem that can be solved by determining a set of probabilities.
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