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Numerische Verfahren
Grebhofer, Ulrich. - Berlin : De Gruyter Oldenbourg, [2019], [1. Auflage]
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On different concepts for the linearization of matrix polynomials and canonical decompositions of structured matrices with respect to indefinite sesquilinear forms
Saltenberger, Philip. - Berlin : Logos Verlag Berlin GmbH, [2019]
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Numerische lineare Algebra
Bornemann, Folkmar. - Wiesbaden : Springer Spektrum, [2018], 2., verbesserte und erweiterte Auflage
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Efficient low-rank solution of large-scale matrix equations
Kürschner, Patrick. - Aachen : Shaker Verlag, 2016, [1. Auflage]
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Numerische lineare Algebra
Bornemann, Folkmar. - Wiesbaden : Springer Spektrum, [2016]
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6 |
Hierarchical matrices: algorithms and analysis
Hackbusch, Wolfgang. - Berlin : Springer, [2015]
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Interpretable matrix factorization based on the principle of Opposites
Wahabzada, Mirwaes, 2015
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Ein globales Verfahren zur Lösung variablenreduzierter nichtlinearer Gleichungssysteme
Färber, Markus, 2014
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MRRR-based eigensolvers for multi-core processors and supercomputers
Petschow, Matthias, 2013
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Multiscale methods for (generalized) sparse recovery and applications in high dimensional imaging
Möller, Michael, 2012
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