Marlis Hochbruck

Oberwolfach Marlis Hochbruck (born 12 June 1964) is a German applied mathematician and numerical analyst known for her research on matrix exponentials, exponential integrators, and their applications to the numerical solution of differential equations. She is a professor in the Institute for Applied and Numerical Mathematics at the Karlsruhe Institute of Technology. Provided by Wikipedia
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  1. 1
    Wave Phenomena Mathematical Analysis and Numerical Approximation

    Wave Phenomena Mathematical Analysis and Numerical Approximation by Dörfler, Willy, Hochbruck, Marlis, Köhler, Jonas, Rieder, Andreas, Schnaubelt, Roland, Wieners, Christian

    Published 2023

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  2. 2
    Wave phenomena mathematical analysis and numerical approximation

    Wave phenomena mathematical analysis and numerical approximation by Dörfler, Willy, Hochbruck, Marlis 1964-, Köhler, Jonas, Rieder, Andreas 1963-, Schnaubelt, Roland, Wieners, Christian 1963-

    Published 2023
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  3. 3
    The stability of inversion formulas for Toeplitz matrices

    The stability of inversion formulas for Toeplitz matrices by Gutknecht, Martin H., Hochbruck, Marlis

    Published 1993
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  4. 4
    A Chebyshev-like semiiteration for inconsistent linear systems

    A Chebyshev-like semiiteration for inconsistent linear systems by Hanke-Bourgeois, Martin 1961-, Hochbruck, Marlis

    Published 1993
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  5. 5
    Lanczos- und Krylov-Verfahren für nicht-Hermitesche lineare Systeme

    Lanczos- und Krylov-Verfahren für nicht-Hermitesche lineare Systeme by Hochbruck, Marlis

    Published 1992
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  6. 6
    Mathematics of Wave Phenomena

    Mathematics of Wave Phenomena

    Published 2020
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  7. 7
    Mathematics of wave phenomena

    Mathematics of wave phenomena

    Published 2020
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