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- 1
- Griebel M. (1998)
Adaptive sparse grid multilevel methods for elliptic PDEs based on finite differences.
Computing 61, 151-180.
- 2
- Koster F., Griebel M., (1998)
Orthogonal wavelets on the interval;
Bonn University, SFB 256 report No. 576
- 3
- Koster F. (2000)
A Proof of the Consistency of the Finite Difference Technique on Sparse Grids.
Computing 65, 247-261.
- 4
- Griebel M., Koster F. (2000)
Adaptive Wavelet Solvers for the Unsteady Incompressible Navier-Stokes Equations.
in Malek et al. (eds.) Advances in Mathematical Fluid Mechanics (Springer Verlag)
also as SFB 256 report No. 642.
- 5
- Koster F. (2001)
Multiskalen-basierte Finite Differenzen Verfahren auf adaptiven Dünnen Gittern.
PhD thesis, Bonn University.
- 6
- Koster F. (2001)
Preconditioners for Sparse Grid Discretizations.
Preprint SFB-256 Bonn University.
- 7
- Knapek S., Koster F. (2002)
Integral operators on sparse grids.
SIAM J. Num. Anal., 39(5):1794-1809.
koster
2003-07-29
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