Brynjulf Owren

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Elena CelledoniProfessor of mathematics at the Norwegian University of Science and TechnologyVerified email at math.ntnu.no
G R QuispelLa Trobe UniversityVerified email at latrobe.edu.au
Robert McLachlanProfessor of Applied Mathematics, Massey UniversityVerified email at massey.ac.nz
David McLarenLa Trobe UniversityVerified email at latrobe.edu.au
Hans Munthe-KaasProfessor of Mathematics, University of Bergen, NorwayVerified email at math.uib.no
Will WrightQuant, NABVerified email at latrobe.edu.au
Bård SkaflestadSINTEFVerified email at sintef.no
Carola-Bibiane SchönliebDAMTP, University of CambridgeVerified email at cam.ac.uk
Matthias J. EhrhardtMathematical Sciences, University of BathVerified email at bath.ac.uk
Benjamin K TapleySoftware engineer, DNBVerified email at ntnu.no
David CohenProfessor, Chalmers University of Technology and University of GothenburgVerified email at chalmers.se
Håkon MarthinsenSenior software developer, DEFAVerified email at defa.com
Desmond HighamProfessor of Mathematics, University of EdinburghVerified email at ed.ac.uk
Sølve EidnesResearch Scientist, SINTEFVerified email at sintef.no
Dion O'NealeUniversity of AucklandVerified email at auckland.ac.nz
Volker GrimmKarlsruhe Institute of Technology (KIT)Verified email at kit.edu
Bruno WelfertAssociate Professor of MathematicsVerified email at asu.edu
Martin BenningQueen Mary University of LondonVerified email at qmul.ac.uk
Zdzislaw JackiewiczProfessor of Mathematics, Arizona State UniversityVerified email at asu.edu
Helge I. AnderssonProfessor in Fluid Mechanics at Norwegian University of Science and TechnologyVerified email at ntnu.no

Brynjulf Owren

Professor of Mathematics, NTNU, Norway

Verified email at ntnu.no - Homepage

Numerical methods for differential equations


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Preserving energy resp. dissipation in numerical PDEs using the “Average Vector Field” method E Celledoni, V Grimm, RI McLachlan, DI McLaren, D O’Neale, B Owren, ... Journal of Computational Physics 231 (20), 6770-6789, 2012	272	2012
Computations in a free Lie algebra H Munthe–Kaas, B Owren Philosophical Transactions of the Royal Society of London. Series A …, 1999	188	1999
Energy-preserving runge-kutta methods E Celledoni, RI McLachlan, DI McLaren, B Owren, GRW Quispel, ... ESAIM: Mathematical Modelling and Numerical Analysis 43 (4), 645-649, 2009	147	2009
Topics in structure-preserving discretization SH Christiansen, HZ Munthe-Kaas, B Owren Acta Numerica 20, 1-119, 2011	140	2011
Derivation of efficient, continuous, explicit Runge–Kutta methods B Owren, M Zennaro SIAM journal on scientific and statistical computing 13 (6), 1488-1501, 1992	131	1992
Commutator-free Lie group methods E Celledoni, A Marthinsen, B Owren Future Generation Computer Systems 19 (3), 341-352, 2003	125	2003
Runge-Kutta methods adapted to manifolds and based on rigid frames B Owren, A Marthinsen BIT Numerical Mathematics 39 (1), 116-142, 1999	117*	1999
A general framework for deriving integral preserving numerical methods for PDEs M Dahlby, B Owren SIAM Journal on Scientific Computing 33 (5), 2318-2340, 2011	113	2011
Lie group methods for rigid body dynamics and time integration on manifolds E Celledoni, B Owren Computer Methods in Applied Mechanics and Engineering 192 (3-4), 421-438, 2003	108	2003
The Newton iteration on Lie groups B Owren, B Welfert BIT Numerical Mathematics 40 (1), 121-145, 2000	99	2000
Symmetric exponential integrators with an application to the cubic Schrödinger equation E Celledoni, D Cohen, B Owren Foundations of Computational Mathematics 8 (3), 303-317, 2008	93	2008
Order barriers for continuous explicit Runge-Kutta methods B Owren, M Zennaro Mathematics of computation 56 (194), 645-661, 1991	88	1991
Multi-symplectic integration of the Camassa–Holm equation D Cohen, B Owren, X Raynaud Journal of Computational Physics 227 (11), 5492-5512, 2008	87	2008
Energy-preserving integrators and the structure of B-series E Celledoni, RI McLachlan, B Owren, GRW Quispel Foundations of Computational Mathematics 10 (6), 673-693, 2010	84	2010
An introduction to Lie group integrators–basics, new developments and applications E Celledoni, H Marthinsen, B Owren Journal of Computational Physics 257, 1040-1061, 2014	83	2014
Geometric properties of Kahan's method E Celledoni, RI McLachlan, B Owren, GRW Quispel Journal of Physics A: Mathematical and Theoretical 46 (2), 025201, 2012	79	2012
B-series and order conditions for exponential integrators H Berland, B Owren, B Skaflestad SIAM Journal on Numerical Analysis 43 (4), 1715-1727, 2005	66	2005
Alternative integration methods for problems in structural dynamics B Owren, HH Simonsen Computer Methods in Applied Mechanics and Engineering 122 (1-2), 1-10, 1995	63	1995
Integration methods based on canonical coordinates of the second kind B Owren, A Marthinsen Numerische Mathematik 87 (4), 763-790, 2001	62	2001
Solving the nonlinear Schrödinger equation using exponential integrators H Berland, B Skaflestad	61	2005

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