Publications appeared in 2024 of Kees Vuik


previous year
Journal papers
  1. L. Hashemi and C. Vuik (pdf, bibtex)
    Critical assessment of the validity of quasi-static pore network modeling in the application of underground hydrogen storage
    Advances in Water Resources, 193, 104812, 2024

  2. A. van Lieshout Titan and F. Klaassen and D.M. Pelissari and J.N. de Barros Silva and K. Alves and L. Costa Alves and M. Sanchez and P. Bartholomay and F.D.C. Johansen and J. Croda and J.R. Andrews and M.C. Castro and T. Cohen and C. Vuik and N.A. Menzies (pdf, bibtex)
    Cost-effectiveness and health impact of screening and treatment of Mycobacterium tuberculosis infection among formerly incarcerated individuals in Brazil: a Markov modelling study
    The Lancet Global Health, 12, e1446-e1455, 2024

  3. J. Chen and V.N.S.R. Dwarka and C. Vuik (pdf, bibtex)
    A Matrix-free parallel two-level deflation preconditioner for two-dimensional heterogeneous Helmholtz problems
    Journal of Computational Physics, 514, 113264, 2024

  4. G. Ebadi and S. Seifollahzadeh and C. Vuik (pdf, bibtex)
    New iterative methods for solving generalized absolute value equations
    Computational and Applied Mathematics, 43, article number 313, 2024

  5. Y. Wang and Z. Zhang and C. Vuik and H. Hajibeygi (pdf, bibtex)
    Simulation of CO2 Storage Using a Parameterization Method for Essential Trapping Physics: FluidFlower Benchmark Study
    Transport in Porous Media, 151, pp. 1053-1070, 2024

  6. K. Chen and C. Vuik (pdf, bibtex)
    Non-stationary Anderson acceleration with optimized damping
    Journal of Computational and Applied Mathematics, 451, 116077, 2024

  7. J. Chen and V.N.S.R. Dwarka and C. Vuik (pdf, bibtex)
    A matrix-free parallel solution method for the three-dimensional heterogeneous Helmholtz equation
    Electronic Transactions on Numerical Analysis, 59, pp. 270-294, 2024

Proceedings
  1. J. Chen and V.N.S.R. Dwarka and C. Vuik (pdf, bibtex)
    Matrix-Free Parallel Preconditioned Iterative Solvers for the 2D Helmholtz Equation Discretized with Finite Differences
    Scientific Computing in Electrical Engineering
    editors: M. van Beurden and N.V. Budko and G. Ciuprina and W. Schilders and H. Bansal and R. Barbulescu
    Mathematics in Industry, volume 43, pp. 61-68, Springer Nature Switzerland, Cham, 2024

Books
Technical reports
  1. Erik Sieburgh, Alexander Heinlein, Vandana Dwarka, and Cornelis Vuik (pdf)
    Coarse Spaces Based on Higher-Order Interpolation for Schwarz Preconditioners for Helmholtz Problems
    https://arxiv.org/abs/2408.03571

Contact information:

Kees Vuik


Back to the publication page, or the home page of Kees Vuik