Cadzow Denoising Upgraded: A New Projection Method for the Recovery of Dirac Pulses from Noisy Linear Measurements | Zendy

Laurent Condat | Zendy; Akira Hirabayashi | Zendy

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Cadzow Denoising Upgraded: A New Projection Method for the Recovery of Dirac Pulses from Noisy Linear Measurements

Author(s) -

Laurent Condat,

Akira Hirabayashi

Publication year - 2015

Publication title -

sampling theory signal processing and data analysis

Language(s) - English

Resource type - Journals

eISSN - 2730-5724

pISSN - 2730-5716

DOI - 10.1007/bf03549586

Subject(s) - noise reduction , convergence (economics) , algorithm , heuristic , projection (relational algebra) , noise (video) , mathematics , dirac (video compression format) , convexity , mathematical optimization , regular polygon , reduction (mathematics) , low rank approximation , matrix (chemical analysis) , matrix completion , computer science , image (mathematics) , artificial intelligence , mathematical analysis , materials science , economic growth , financial economics , composite material , geometry , quantum mechanics , nuclear physics , gaussian , physics , hankel matrix , neutrino , economics

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