Refereed journal publications
 Potentialbased
reduced Newton algorithm for nonlinear multiphase flow in
porous media. F. Kwok and H. Tchelepi, J. Comput. Phys., 227:706–727, 2007.
 Convergence
of implicit monotone schemes with applications in multiphase
flow in porous media. F. Kwok and H. Tchelepi, SIAM J. Numer. Anal., 46:2662–2687, 2008.
 Optimized additive Schwarz with Harmonic Extension
as a discretization of continuous parallel Schwarz methods.
F. Kwok, SIAM J. Numer. Anal., 49:1289–1316, 2011.
 Chladni Figures and the Tacoma Bridge: Motivating PDE Eigenvalue Problems
via Vibrating Plates. M. J. Gander and F. Kwok, SIAM Rev.,
54(3):573–596, 2012.
 Best Robin parameters for optimized
Schwarz methods at cross points. M. J. Gander and F. Kwok,
SIAM J. Sci. Comput., 34(4):A1849–A1879, 2012.
 BMethods for the Numerical Solution of Evolution Problems with Blowup Solutions, Part I: Variation of the Constant. M. Beck, M. J. Gander and F. Kwok, SIAM J. Sci. Comput., 37(6):A2998–3029, 2015.
 Nonlinear preconditioning: How to use a nonlinear Schwarz method to precondition Newton's Method. V. Dolean, M. J. Gander, W. Kheriji, F. Kwok and R. Masson,
SIAM J. Sci. Comput., 38: A3357–3380, 2016.
 DirichletNeumann and NeumannNeumann Waveform Relaxation Algorithms for Parabolic Problems. M. J. Gander, F. Kwok and B. C. Mandal, Electron. T. Numer. Ana., 45: 424–456, 2016.
 Discrete Analysis of Domain Decomposition Approaches for Mesh Generation via the Equidistribution Principle. R. D. Haynes and F. Kwok, Math. Comp., 86(303):233–273, 2017.
 Multigrid
Interpretations of the Parareal Algorithm Leading to an
Overlapping Variant and MGRIT. M.J. Gander, F. Kwok and H. Zhang,
Comput. Visualization Sci., 19:59–74, 2018.
 Schwarz Waveform Relaxation with
Adaptive Pipelining. F. Kwok and B. Ong, SIAM J.
Sci. Comput. 41(1):A339–A364, 2019.
 SequentialImplicit Newton Method for Multiphysics Simulation. Z.Y. Wong, F. Kwok, R. N. Horne and H. A. Tchelepi, J. Comput. Phys. 391:155–178, 2019.
 DirichletNeumann Waveform Relaxation Methods for Parabolic and Hyperbolic Problems in Multiple Subdomains. M. J. Gander, F. Kwok and B. C. Mandal, submitted.
Refereed conference proceedings and book chapters
 Optimal interface conditions for an arbitrary decomposition into
subdomains. M. J. Gander and F. Kwok, Domain Decomposition in Science
and Engineering XIX, Lecture Notes in Computational Science and Engineering 78,
pp. 101–108, SpringerVerlag 2010.
 Is Additive Schwarz with Harmonic Extension just Lions' method
in disguise? F. Kwok, Domain Decomposition in Science
and Engineering XIX, Lecture Notes in Computational Science and Engineering 78,
pp. 439–446, SpringerVerlag 2010.
 On the applicability of Lions' energy estimates in the
analysis of discrete optimized Schwarz methods with cross points.
M. J. Gander and F. Kwok, Domain Decomposition Methods in Computational
Science and Engineering XX, Lecture Notes in Computational Science and
Engineering 91, pp. 475–483, SpringerVerlag 2013.
 Neumann–Neumann waveform relaxation for the timedependent
heat equation. F. Kwok, Domain Decomposition Methods in Computational
Science and Engineering XXI, Lecture Notes in Computational Science and
Engineering 98, pp. 189–198, SpringerVerlag 2014.
 A parallel Crank–Nicolson predictorcorrector method for
many subdomains.
F. Kwok, Domain Decomposition Methods in Computational
Science and Engineering XXI, Lecture Notes in Computational Science and
Engineering 98, pp. 799–808, SpringerVerlag 2014.
 Constrained Optimization: From Lagrangian Mechanics to Optimal Control and PDE Constraints.
M. J. Gander, F. Kwok and G. Wanner, in Optimization with PDE Constraint, R. Hoppe (Ed.),
Lecture Notes in Computational Science and Engineering 101, pp. 151–202, Springer 2014.
 Schwarz Methods for the TimeParallel Solution of Parabolic Control Problems.
M. J. Gander and F. Kwok, Domain Decomposition Methods in Computational
Science and Engineering XXII, Lecture Notes in Computational Science and
Engineering 104, pp. 207–216, SpringerVerlag 2016.
 Pipeline Schwarz Waveform Relaxation. B. Ong, S. High and F. Kwok, Domain Decomposition Methods in Computational
Science and Engineering XXII, Lecture Notes in Computational Science and
Engineering 104, pp. 363–370, SpringerVerlag 2016.
 DirichletNeumann and NeumannNeumann Waveform Relaxation for the Wave Equation. M. J. Gander,
F. Kwok and B. C. Mandal, Domain Decomposition Methods in Computational
Science and Engineering XXII, Lecture Notes in Computational Science and
Engineering 104, pp. 501–509, SpringerVerlag 2016.
 On the Timedomain Decomposition of Parabolic Optimal Control Problems.
F. Kwok, Domain Decomposition Methods in Computational
Science and Engineering XXIII, Lecture Notes in Computational Science and
Engineering 116, pp. 55–67, SpringerVerlag 2017.
 Convergence of substructuring methods for elliptic optimal control problems.
M. J. Gander, F. Kwok and B. C. Mandal, Domain Decomposition Methods in Computational
Science and Engineering XXIV, Lecture Notes in Computational Science and
Engineering 125, pp. 291–300, SpringerVerlag 2018.
 Numerical Methods for Spectral Theory. F. Kwok, in Spectral Theory and Applicaitons, A. Girouard (Ed.), Contemporary Mathematics 720,
pp. 101–151, American Mathematical Society 2018.
 Optimized Schwarzbased Nonlinear Preconditioning for Elliptic PDEs. Y. Gu and F. Kwok, to appear in the Proceedings of the 25th International Conference on Domain Decomposition Methods (accepted May 2019).
Books and Theses
Conference posters and miscellany
 Orderingbased approaches for
improving solver efficiency in reservoir simulation. F. Kwok, Colloque
Numérique Suisse, Université de Fribourg, April 2008.
 Optimized Schwarz method for problems
with cross points. M. J. Gander
and F. Kwok, Swiss Numerics Colloquium, ETH Zurich, April 2010.
 A domain decomposition method that
converges in two iterations for any
subdomain decomposition and PDE. M. J. Gander and F. Kwok,
High Performance Computing and Emerging Architectures, IMA, University of
Minnesota, January 2011.

Prix Nobel de chimie, quasicristaux, périodicité et pavages.
Pierre de la Harpe and Felix Kwok, Images des Mathématiques, CNRS,
2011. (Online article for general public, available at http://images.math.cnrs.fr/PrixNobeldechimiequasi.html)
 Analysis of a CrankNicolson predictorcorrector method. F. Kwok,
Swiss Numerics Day, Universität Bern, April 2012.
 Discrete convergence analysis for Optimized Schwarz methods using
energy estimates. M. J. Gander, F. Kwok and K. Santugini, 22nd International
Conference on Domain Decomposition Methods, Lugano, Switzerland, September 2013.