Siegfried Cools

Post-doctoraal onderzoeker

My academic homepage

Below you will find a short version of my academic curriculum vitae.
My (possibly slightly outdated) full Scientific Resume can be found here.

Short academic resume

2016-present:
   Postdoctoral Fellow FWO Flanders, Applied Mathematics Research Group, Dept. of Mathematics and Computer Science, University of Antwerp
   Project 12H4617N - Scalable and error resilient iterative solvers for large scale linear algebra problems.

2015-2016:
   Postdoctoral researcher, Applied Mathematics Research Group, Dept. Mathematics and Computer Science, University of Antwerp.
   EXA2CT European project on EXascale Algorithms and Advanced Computational Techniques. www.exa2ct.eu.

2011-2015:
   PhD in Mathematics, Applied Mathematics Research Group, Dept. Mathematics and Computer Science, University of Antwerp.

2006-2011:
   Graduated (with highest honor) Master in Applied and Financial Mathematics, University of Antwerp.

Publications and preprints

  • [A1] [preprint] S. Cools:
             Analyzing and improving maximal attainable accuracy in thecommunication hiding pipelined BiCGStab method.
             Submitted to Elsevier Parallel Computing, PMAA'18 Special Issue, September 2018.
  • [A1] [preprint] S. Cools:
             Numerical analysis of the maximal attainable accuracy in communication hiding pipelined Conjugate Gradient methods.
             Submitted to SIAM Journal on Scientific Computing (SISC), August 2018.
  • [A1] [preprint] J. Cornelis, S. Cools, W. Vanroose:
             The communication-hiding Conjugate Gradient method with deep pipelines.
             Submitted to SIAM Journal on Scientific Computing (SISC), January 2018.
  • [P3] [preprint] [manuscript] S. Cools, W. Vanroose:
             Communication Hiding Pipelined Krylov Methods: On Parallel Performance and Numerical Stability of Pipelined Conjugate Gradients.
             Proceedings of the International Conference on Parallel Computing (PARCO 2017),
             Advances in Parallel Computing, 32, pp. 77-86, IOS Press Amsterdam, Bologna, September 2017.
  • [A1] [preprint] [manuscript] S. Cools, E.F. Yetkin, E. Agullo, L. Giraud, W. Vanroose:
             Analyzing the effect of local rounding error propagation on the maximal attainable accuracy of the pipelined Conjugate Gradient method.
             SIAM Journal on Matrix Analysis and Applicatoins (SIMAX), 39 (1), pp. 426-450, March 2018.
  • [P3] [preprint] [manuscript] E. Agullo, S. Cools, L. Giraud, A. Moreau, P. Salas, W. Vanroose, E.F. Yetkin, M. Zounon:
            Hard Faults and Soft-Errors: Possible Numerical Remedies in Linear Algebra Solvers.
            Conference Proceedings of the 12th International Conference on High Performance Computing in Computational Science (VECPAR 2016),
            High Performance Computing for Computational Science, 10150, Springer, Cham, pp.11-18, July 2017.
  • [A1] [preprint] [manuscript] S. Cools, W. Vanroose:
             The communication-hiding pipelined BiCGStab method for the parallel solution of large unsymmetric linear systems.
             Parallel Computing, 65, pp. 1-20, Elsevier, July 2017.
  • [P3] [manuscript] S. Cools, W. Vanroose, E.F. Yetkin, E. Agullo, and L. Giraud:
             On rounding error resilience, maximal attainable accuracy and parallel performance of the pipelined Conjugate Gradients method for large-scale linear systems in PETSc.
             Proceedings of the Exascale Applications and Software Conference, ACM, pp. 20–29, Stockholm, Sweden, April 2016.
  • [C4] [preprint] [manuscript] S. Cools, E.F. Yetkin, E. Agullo, L. Giraud, and W. Vanroose:
             Analysis of rounding error accumulation in CG to improve the maximal attainable accuracy of pipelined CG.
             Technical report. University of Antwerp Dept. Mathematics and Computer Science and INRIA Bordeaux, January 2016.
  • [B2] [preprint] [manuscript] S. Cools, W. Vanroose:
             On the optimality of shifted Laplacian in the class of expansion preconditioners for the Helmholtz equation.
             Book chapter in "Modern solvers for Helmholtz problems", Lahaye, D., Tang, J., Vuik, K. (Eds.), Springer, February 2017.
  • [A1] [preprint] [manuscript] S. Cools, W. Vanroose:
             A fast and robust computational method for the ionization cross sections of the driven Schrödinger equation using an O(N) multigrid-based scheme.
             Journal of Computational Physics, 308, pp. 20-39, December 2015.
  • [A1] [preprint] [manuscript] S. Cools, P. Ghysels, W. van Aarle, J. Sijbers, W. Vanroose:
             A multi-level preconditioned Krylov method for the efficient solution of algebraic tomographic reconstruction problems.
             Journal of Computational and Applied Mathematics, 283, pp.1-16, August 2015.
  • [P3] [proceedings] S. Cools, B. Reps, W. Vanroose:
             An efficient multigrid calculation of the Far field map for Helmholtz and Schrödinger equations.
             Proceedings of the 11th International Conference on the Mathematical and Numerical Aspects of Waves, pp. 275-278, Gammarth, Tunisia, June 2013.
  • [A1] [preprint] [manuscript] S. Cools, B. Reps, W. Vanroose:
             An efficient multigrid calculation of the Far field map for Helmholtz and Schrodinger equations.
             SIAM Journal on Scientific Computing, 36 (3), pp. B367-B395, July 2014.
  • [A1] [preprint] [manuscript] S. Cools, B. Reps, W. Vanroose:
             A new level-dependent coarsegrid correction scheme for indefinite Helmholtz problems.
             Numerical Linear Algebra with Applications, 21 (4): pp. 513-533, August 2014.
  • [A1] [preprint] [manuscript] S. Cools, W. Vanroose:
             Local Fourier Analysis of the Complex Shifted Laplacian preconditioner for Helmholtz problems.
             Numerical Linear Algebra with Applications, 20 (4): pp. 575-597, August 2013.
  • [C3] [contact] (Manuscript available on demand) S. Cools:
             Multigrid methods for wave scattering problems governed by the Helmholtz and Schrodinger equation.
             PhD dissertation, University of Antwerp, May 22, 2015.
  • [C3] [contact] (Manuscript available on demand) S. Cools:
             Complex Shifted Multigrid Methods on the indefinite Helmholtz equation.
             Master dissertation, University of Antwerp, in Dutch, June 2011.

Conference talks and seminars

  • PMAA 2018: [slides] 10th International Workshop on Parallel Matrix Algorithms and Applications,
    "Parallel Performance and Numerical Stability of Communication Hiding Pipelined Krylov Subspace Methods",
    Zurich, Switzerland, June 27-29, 2018.
  • SIAM ALA 2018: [slides] SIAM Conference on Applied Linear Algebra,
    "Parallel Performance and Numerical Stability of Communication Hiding Pipelined Krylov Subspace Methods",
    Hong Kong, China, May 7-10, 2018.
  • PARCO 2017: [slides] International Conference on Parallel Computing,
    "Hiding Global Reduction Latency in Pipelined Krylov Methods: On Parallel Performance and Numerical Stability
    of the Pipelined Conjugate Gradient and BiCGStab Algorithms for Solving Large Scale Linear Systems",

    Bologna, Italy, September 12-15, 2017.
  • GAMM 2017: [slides] 17th GAMM Workshop,
    "Hiding Global Reduction Latency in Pipelined Krylov methods: Parallel Performance and Numerical Accuracy
    of Communication-Hiding Krylov Subspace Methods for Solving Large Scale Linear Systems",

    Cologne, Germany, September 7-8, 2017.
  • LBNL 2017: [slides] Lawrence Berkeley National Lab CS Seminar,
    "Latency hiding of global reductions in pipelined Krylov methods: On Parallel Performance and Numerical Accuracy
    of Communication Hiding Pipelined Krylov Subspace Methods for Solving Large Scale Linear Systems",

    Lawrence Berkeley National Laboratory, Berkeley, CA, US, August 7, 2017.
  • EXA2CT 2016: [slides] EXA2CT European FP7 Project Meeting,
    "WP1: Overview of recent solver developments: A general framework for deriving pipelined Krylov methods:
    application to BiCGStab for large and sparse unsymmetric linear systems"
    Bordeaux, France, September 22-23, 2016.
  • EASC 2016: [slides] Exascale Applications and Software Conference
    "Latency hiding of global reductions in pipelined Krylov methods"
    Stockholm, Sweden, April 25-29, 2016.
  • SIAM PP 2016: [slides] SIAM Conference on Parallel Processing for Scientific Computing,
    "Latency hiding of global reductions in pipelined Krylov methods"
     Paris, France, April 12-15, 2016.
  • WAVES 2015: [slides] 12th International Conference on the Mathematical and Numerical Aspects of Wave Propagation
    "A scalable and robust multigrid-based solver for the far field map of Helmholtz and Schrödinger equations"
    Karlsruhe, Germany, July 20-24, 2015.
  • PREC 2015: [slides] International Conference On Preconditioning Techniques For Scientific And Industrial Applications
    "A robust computational method for the Schrödinger equation cross sections using an MG-Krylov scheme"
    Eindhoven, The Netherlands, June 17-19, 2015.
  • EMG 2014: [slides] European Multigrid Conference 2014
    "A new Level-dependent coarse grid correction scheme for indefinite Helmholtz problems"
    Leuven, Belgium, September 9-12, 2014.
  • ZSS 2014: [slides] SAM Zürich Summer School on Advanced Numerical Methods for Non-local Operators
    Participant's presentations: "A Short Research Overview - by Siegfried Cools"
    Zürich, Switzerland, August 18-22, 2014.
  • WAVES 2013: [slides] 11th International Conference on the Mathematical and Numerical Aspects of Wave Propagation
    "An Efficient Multigrid Calculation of the Far field map for Helmholtz problems"
    Gammarth, Tunisia, June 3-7, 2013.
  • CMCMM 2013: [slides] 16th Copper Mountain Conference on Multigrid Methods
    "An Efficient Multigrid Calculation of the Far field map for Helmholtz problems"
    Copper Mountain, USA, March 17 - 22, 2013.
  • EMG 2012: [slides] European Multigrid Conference 2012
    "Generalised Shifted Multigrid preconditioners for the inde finite Helmholtz equation"
    Schwetzingen, Germany, August 13 - 16, 2012.
  • ICCAM 2012: [slides] International Congress on Computational and Applied Mathematics
    "Generalised Shifted Multigrid preconditioners for the inde finite Helmholtz equation"
    Gent, Belgium, July 9 - 13, 2012.

General science communication

  • PMAA 2018: 10th International Workshop on Parallel Matrix Algorithms and Applications,
    Organizer Minisymposium: "Scalable communication-reducing Krylov subspace methods",
    Zurich, Switzerland, June 27-29, 2018.
  • SIAM PP 2018: SIAM Conference on Parallel Processing for Scientific Computing,
    Organizer Minisymposium MS40 (joint with dr. Erin Carson): "Scalable Communication-Avoiding and -Hiding Krylov Subspace Methods",
    Tokyo, Japan, March 4-8, 2018.
  • PHD 2015: [slides] PhD in Science: Mathematics, PhD defense 2015
    "Multigrid methods for wave scattering problems governed by the Helmholtz and Schrodinger equation"
    Antwerpen, Belgium, May 22, 2015.
  • PROC 2014: [slides] Plechtige Proclamatie Faculteit Wetenschappen UAntwerpen 2014
    "Wiskundige algoritmes in het dagelijks leven: de golfvergelijking en haar toepassingen" (in dutch)
    Antwerpen, Belgium, September 18, 2014.
  • WSC 2011: [poster] 36th Woudschoten Conference of the Dutch-Flemish Numerical Analysis community: Poster presentation
    "Multigrid rules the Waves: Complex Shifted Multigrid on the indefinite Helmholtz equation"
    Zeist, The Netherlands, October 5 - 7, 2011.

Teaching

University of Antwerp, Master courses in Financial and Applied Mathematics

  • MSc 2018-2019, Multilevel and Multiscale solution methods, (lecture + practicum courses)
       Course leader(s): Dr. Siegfried Cools
  • MSc 2017-2018, Multilevel and Multiscale solution methods, (lecture + practicum courses)
       Course leader(s): Dr. Siegfried Cools

Assistant Teaching

University of Antwerp, Master courses in Financial and Applied Mathematics

  • MSc 2016-2017, Multilevel and Multiscale solution methods,
        Course leader(s): Prof. Dr. W. Vanroose
  • MSc 2015-2016, Multilevel and Multiscale solution methods,
        Course leader(s): Prof. Dr. W. Vanroose
  • MSc 2014-2015, Multilevel and Multiscale solution methods,
        Course leader(s): Prof. Dr. W. Vanroose
  • MSc 2013-2014, Applications of Partial Differential Equations,
        Course leader(s): Prof. Dr. W. Vanroose, Prof. Dr. K. In't Hout
  • MSc 2013-2014, Multilevel and Multiscale solution methods,
        Course leader(s): Prof. Dr. W. Vanroose
  • MSc 2012-2013, Multilevel and Multiscale solution methods,
        Course leader(s): Prof. Dr. W. Vanroose
  • MSc 2011-2012, Applications of Partial Differential Equations,
        Course leader(s): Prof. Dr. W. Vanroose, Prof. Dr. K. In't Hout

Awards and grants

  • FWO Postdoctoral Fellowship. Start date: October 2016. End date: September 2019.
    Application no. 12H4617N: "Scalable and error resilient iterative solvers for large scale linear algebra problems".
    Grant received on June 22, 2016.
     
  • Student Paper Award: 16th Copper Mountain Conference on Multigrid Methods (2013),
    "An Efficient Multigrid Calculation of the Far field map for Helmholtz equations",
    see the Copper Mountain Conference home page for a list of past Student Paper winners.