Variational source conditions, quadratic inverse problems, sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics

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1. Verfasser: Flemming, Jens (VerfasserIn)
Format: Elektronisch E-Book
Sprache:English
Veröffentlicht: Cham Birkhäuser [2018]
Schriftenreihe:Frontiers in mathematics
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Datensatz im Suchindex

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physical 1 Online-Ressource (XI, 182 Seiten, 35 illus)
psigel ZDB-2-SMA
ZDB-2-SMA_2018
publishDate 2018
publishDateSearch 2018
publishDateSort 2018
publisher Birkhäuser
record_format marc
series2 Frontiers in mathematics
spellingShingle Flemming, Jens
Variational source conditions, quadratic inverse problems, sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics
Numerical Analysis
Operator Theory
Numerical analysis
Operator theory
title Variational source conditions, quadratic inverse problems, sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics
title_auth Variational source conditions, quadratic inverse problems, sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics
title_exact_search Variational source conditions, quadratic inverse problems, sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics
title_full Variational source conditions, quadratic inverse problems, sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics Jens Flemming
title_fullStr Variational source conditions, quadratic inverse problems, sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics Jens Flemming
title_full_unstemmed Variational source conditions, quadratic inverse problems, sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics Jens Flemming
title_short Variational source conditions, quadratic inverse problems, sparsity promoting regularization
title_sort variational source conditions quadratic inverse problems sparsity promoting regularization new results in modern theory of inverse problems and an application in laser optics
title_sub new results in modern theory of inverse problems and an application in laser optics
topic Numerical Analysis
Operator Theory
Numerical analysis
Operator theory
topic_facet Numerical Analysis
Operator Theory
Numerical analysis
Operator theory
url https://doi.org/10.1007/978-3-319-95264-2
work_keys_str_mv AT flemmingjens variationalsourceconditionsquadraticinverseproblemssparsitypromotingregularizationnewresultsinmoderntheoryofinverseproblemsandanapplicationinlaseroptics