2008 |
12 | EE | Veerle Ledoux,
Marnix Van Daele,
Guido Vanden Berghe:
Using a (Higher-Order) Magnus Method to Solve the Sturm-Liouville Problem.
ICCS (1) 2008: 1032-1041 |
2007 |
11 | EE | Veerle Ledoux,
Marnix Van Daele,
Guido Vanden Berghe:
A numerical procedure to solve the multichannel Schrödinger eigenvalue problem.
Computer Physics Communications 176(3): 191-199 (2007) |
10 | EE | Marnix Van Daele,
Guido Vanden Berghe:
P-stable Obrechkoff methods of arbitrary order for second-order differential equations.
Numerical Algorithms 44(2): 115-131 (2007) |
9 | EE | Marnix Van Daele,
Guido Vanden Berghe:
P-stable exponentially-fitted Obrechkoff methods of arbitrary order for second-order differential equations.
Numerical Algorithms 46(4): 333-350 (2007) |
2006 |
8 | EE | Veerle Ledoux,
Marnix Van Daele,
Guido Vanden Berghe:
Piecewise Constant Perturbation Methods for the Multichannel Schrödinger Equation.
International Conference on Computational Science (4) 2006: 716-723 |
7 | EE | Veerle Ledoux,
Marnix Van Daele,
Guido Vanden Berghe:
CPM{P, N} methods extended for the solution of coupled channel Schrödinger equations.
Computer Physics Communications 174(5): 357-370 (2006) |
6 | EE | Veerle Ledoux,
Margarit Rizea,
L. Gr. Ixaru,
Guido Vanden Berghe,
Marnix Van Daele:
Solution of the Schrödinger equation by a high order perturbation method based on a linear reference potential.
Computer Physics Communications 175(6): 424-439 (2006) |
5 | EE | Veerle Ledoux,
L. Gr. Ixaru,
Margarit Rizea,
Marnix Van Daele,
Guido Vanden Berghe:
Solution of the Schrödinger equation over an infinite integration interval by perturbation methods, revisited.
Computer Physics Communications 175(9): 612-619 (2006) |
2005 |
4 | EE | Veerle Ledoux,
Marnix Van Daele,
Guido Vanden Berghe:
MATSLISE: A MATLAB package for the numerical solution of sturm-liouville and schrödinger equations.
ACM Trans. Math. Softw. 31(4): 532-554 (2005) |
2004 |
3 | EE | Veerle Ledoux,
Marnix Van Daele,
Guido Vanden Berghe:
CP methods of higher order for Sturm-Liouville and Schrödinger equations.
Computer Physics Communications 162(3): 151-165 (2004) |
1996 |
2 | | Marnix Van Daele,
Guido Vanden Berghe,
H. De Meyer:
Explicit Fifth Order Runge-Kutta Methods with Five Stages for Quadratic ODEs.
WNAA 1996: 528-535 |
1 | | T. Van Hecke,
Marnix Van Daele,
Guido Vanden Berghe,
H. De Meyer:
P-stable Mono-Implicit Runge-Kutta-Nyström Modifications of the Numerov Method.
WNAA 1996: 536-545 |