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Roel Van Beeumen

  • PhD in Engineering Science: Computer Science
  • Postdoctoral Fellow
  • E O Lawrence Berkeley National Laboratory
  • 5h-indexImpact measure calculated using publication and citation counts. Updated daily.
  • 109CitationsNumber of citations received by Roel's publications. Updated daily.

Publications (14)

  • Modal characteristics of structures considering dynamic soil-structure interaction effects

    • Papadopoulos M
    • Van Beeumen R
    • François S
    • et al.
    N/AReaders
    2Citations
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  • Computation of pseudospectral abscissa for large-scale nonlinear eigenvalue problems

    • Meerbergen K
    • Michiels W
    • Van Beeumen R
    • et al.
    N/AReaders
    3Citations
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  • Model Order Reduction Algorithm for Estimating the Absorption Spectrum

    • Van Beeumen R
    • Williams-Young D
    • Kasper J
    • et al.
    N/AReaders
    5Citations
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  • A rank-exploiting infinite Arnoldi algorithm for nonlinear eigenvalue problems

    • Van Beeumen R
    • Jarlebring E
    • Michiels W
    N/AReaders
    6Citations
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  • Compact rational Krylov methods for nonlinear eigenvalue problems

    • Van Beeumen R
    • Meerbergen K
    • Michiels W
    N/AReaders
    23Citations
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  • Linearization of Lagrange and Hermite interpolating matrix polynomials

    • Van Beeumen R
    • Michiels W
    • Meerbergen K
    N/AReaders
    12Citations
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  • Determining bound states in a semiconductor device with contacts using a nonlinear eigenvalue solver

    • Vandenberghe W
    • Fischetti M
    • Van Beeumen R
    • et al.
    N/AReaders
    1Citations
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  • Fast algorithms for computing the distance to instability of nonlinear eigenvalue problems, with application to time-delay systems

    • Verhees D
    • Van Beeumen R
    • Meerbergen K
    • et al.
    N/AReaders
    2Citations
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  • NLEIGS: A class of fully rational Krylov methods for nonlinear eigenvalue problems

    • Güttel S
    • Van Beeumen R
    • Meerbergen K
    • et al.
    N/AReaders
    25Citations
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  • A rational Krylov method based on hermite interpolation for nonlinear eigenvalue problems

    • Van Beeumen R
    • Meerbergen K
    • Michiels W
    N/AReaders
    28Citations
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  • A Rational Krylov Method Based on Hermite Interpolation for Nonlinear Eigenvalue Problems

    • Van Beeumen R
    • Meerbergen K
    • Michiels W
    N/AReaders
    N/ACitations
  • Model reduction for dynamical systems with quadratic output

    • Van Beeumen R
    • Van Nimmen K
    • Lombaert G
    • et al.
    N/AReaders
    2Citations
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  • Model Reduction for Dynamical Systems with Quadratic Output

    • Van Beeumen R
    • Meerbergen K
    • Lombaert G
    N/AReaders
    N/ACitations
  • Model reduction by balanced truncation of linear systems with a quadratic output

    • Van Beeumen R
    • Meerbergen K
    N/AReaders
    0Citations
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