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Stefan Vandewalle

Stefan Vandewalle

D-Index & Metrics

Mathematics

D-Index
39
Citations
5152
World Ranking
2238
National Ranking
31

Overview

Stefan Vandewalle is affiliated with KU Leuven in Belgium and conducts research primarily in the fields of Engineering and Mathematics. Their work spans various subfields, including Computational Mechanics, Numerical Analysis, Statistics, Probability and Uncertainty, Control and Systems Engineering, and Statistical and Nonlinear Physics.

Their recent publications cover a range of topics and methods related to computational and numerical analysis approaches. Some notable papers include:

  • "p-Refined Multilevel Quasi-Monte Carlo for Galerkin Finite Element Methods with Applications in Civil Engineering" (2020, Algorithms)
  • "A parallel-in-time multiple shooting algorithm for large-scale PDE-constrained optimal control problems" (2021, Journal of Computational Physics)
  • "A multilevel Monte Carlo method for asymptotic-preserving particle schemes in the diffusive limit" (2021, Numerische Mathematik)
  • "An SQP-based multiple shooting algorithm for large-scale PDE-constrained optimal control problems" (2023, Journal of Computational Physics)
  • "Effect of stochastic deformation on the vibration characteristics of a tube bundle in axial flow" (2023, Nuclear Engineering and Design)

Stefan Vandewalle frequently publishes in venues such as the Journal of Computational Physics, arXiv (Cornell University), Lirias (KU Leuven), Journal of Physics Conference Series, and Algorithms.

Their research addresses key topics including Probabilistic and Robust Engineering Design, Fluid Dynamics and Turbulent Flows, Mathematical Approximation and Integration, Fluid Dynamics and Vibration Analysis, Wind and Air Flow Studies, Vibration and Dynamic Analysis, and Advanced Optimization Algorithms Research.

Collaborations are a notable aspect of their work, with frequent co-authors including Giovanni Samaey, Johan Meyers, Ignace Bossuyt, Pieterjan Robbe, and Geert Lombaert.

Best Publications

  • Analysis of the Parareal Time-Parallel Time-Integration Method

    Martin J. Gander;Stefan Vandewalle

  • On the Evaluation of Highly Oscillatory Integrals by Analytic Continuation

    Daan Huybrechs;Stefan Vandewalle

  • A space-time multigrid method for parabolic partial differential equations

    G. Horton;S. Vandewalle

  • Parallel multigrid waveform relaxation for parabolic problems

    Stefan Vandewalle

  • A Riemannian Optimization Approach for Computing Low-Rank Solutions of Lyapunov Equations

    Bart Vandereycken;Stefan Vandewalle

  • A Sparse Discretization for Integral Equation Formulations of High Frequency Scattering Problems

    Daan Huybrechs;Stefan Vandewalle

  • A NONSMOOTH OPTIMISATION APPROACH FOR THE STABILISATION OF TIME-DELAY SYSTEMS

    Joris Vanbiervliet;Koen Verheyden;Wim Michiels;Stefan Vandewalle

  • An Analysis of Delay-Dependent Stability for Ordinary and Partial Differential Equations with Fixed and Distributed Delays

    Chengming Huang;Stefan Vandewalle

  • Stability analysis of Runge-Kutta methods for nonlinear Volterra delay-integro-differential equations

    Chengjian Zhang;Stefan Vandewalle

  • A continuum model for metabolic gas exchange in pear fruit

    Q. Tri Ho;Pieter Verboven;Bert E. Verlinden;Jeroen Lammertyn

  • Pinning effect of spheroid second-phase particles on grain growth studied by three-dimensional phase-field simulations

    Liesbeth Vanherpe;Nele Moelans;Bart Blanpain;Stefan Vandewalle

  • General Linear Methods for Volterra Integro-differential Equations with Memory

    Chengjian Zhang;Stefan Vandewalle

  • Efficient parallel algorithms for solving initial-boundary value and time-periodic parabolic partial differential equations

    Stefan Vandewalle;Robert Piessens

  • Multigrid waveform relaxation on spatial finite element meshes: the continuous-time case

    Jan Janssen;Stefan Vandewalle

  • Solution strategies for transient, field-circuit coupled systems

    H. de Gersem;R. Mertens;D. Lahaye;S. Vandewalle

  • Stability analysis of Volterra delay-integro-differential equations and their backward differentiation time discretization

    Chengjian Zhang;Stefan Vandewalle

  • The construction of cubature rules for multivariate highly oscillatory integrals

    Daan Huybrechs;Stefan Vandewalle

  • Waveform Relaxation for Functional-Differential Equations

    Barbara Zubik-Kowal;Stefan Vandewalle

  • An algorithm with polylog parallel complexity for solving parabolic partial differential equations

    G. Horton;S. Vandewalle;P. Worley

  • On SOR Waveform Relaxation Methods

    Jan Janssen;Stefan Vandewalle

Frequent Co-Authors

Kay Hameyer
Kay Hameyer RWTH Aachen University
Bart Blanpain
Bart Blanpain KU Leuven
Bart Nicolai
Bart Nicolai KU Leuven
Wim Michiels
Wim Michiels KU Leuven
Moritz Diehl
Moritz Diehl University of Freiburg
Dirk Roose
Dirk Roose KU Leuven
Martin J. Gander
Martin J. Gander University of Geneva
Michael Holst
Michael Holst University of California, San Diego

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