Veröffentlichungen der Mitarbeiter (Gruppe Hackbusch)

Burmeister, Jens:

J. B., P. Bastian and G. Horton:
Implementation of a parallel multigrid method for parabolic partial differential equations.
Parallel algorithms for pdes, Proceedings of the 6th GAMM-Seminar Kiel (1990), Vieweg,
(Hackbusch eds) \cite{BURMEISTER:90A}

J. B. and G. Horton:
Time-parallel multigrid solution of the Navier-Stokes equations.
In: Wolfgang Hackbusch and Ulrich Trottenberg, editors, Multigrid Methods II I.
Proceedings of the 3rd European Conference on Multigrid Methods,
Bonn, October 1-4, 1990, pages 155--166, International Series of Numerical
Mathematics, Vol. 98, Birkhäuser Verlag, Basel, 1991. \cite{BURMEISTER:91A}

J. B. and R. Paul:
Schrittweitensteuerung für ein zeitparalleles Mehrgitterverfahren.
Technical Report 9314, Universität Kiel (1993). \cite{BURMEISTER:93A}

J. B. and R. Paul:
Time-adaptive Solution of discrete parabolic problems with time-parallel multigrid methods.
Computational Fluid Dynamics on Parallel Systems 50 (1995), 49-58. \cite{BURMEISTER:95A}

J. B. and W. Hackbusch:
On a time and space multi-grid method including remarks on filtering techniques.
E. Hirschel (Hrsg), Flow Simulation with High-Performance Computers II. NNFM 52. Vieweg,
Braunschweig, 5-19. (1996) \cite{BURMEISTER:96A}

S. Lorenz, C. Solterbeck, W. Schattke, J. B., W. Hackbusch:
Electron scattering states at solid surfaces calculated with realistic potentials
Phys. Rev. B 55, R13432, American Physical Society (1997). \cite{BURMEISTER:97A}

Erichsen, Stefan:

S. E. and S. Sauter:
Efficient automatic quadrature in 3-d Galerkin BEM.
Computer Methods in Applied Mechanics and Engineering 157, Elsevier, 215-224 (1998).
\cite{ERICHSEN:96A}

Faermann, Birgit:

B. F.:
Lokale a-posteriori Fehlerschätzer bei der Diskretisierung von Randintegralgleichungen.
Phd thesis (1993), Universität Kiel. \cite{FAERMANN:93A}

B. F.:
Lokale a-posteriori-Fehlerschätzer bei der Diskretisierung von Randintegralgleichungen.
ZAMM 75 (1995), 681-682. \cite{FAERMANN:95A}

B. F.:
Local a-posteriori error estimators for the Galerkin discretization of boundary integral equations.
Numer. Math. 79 (1998), 43-76 \cite{FAERMANN:96A}

B. F.:
Local a-posteriori error estimators for the discretization of boundary integral equations.
Boundary Elements: Implementation and Analysis of Advanced Algorithms, Proceedings of the
12th Kieler GAMM-Seminar (1996), 68-81. \cite{FAERMANN:96B}

B. F.:
Adaptive Galerkin boundary element methods.
ZAMM 78, Supplement 3 (1998), 909-910 \cite{FAERMANN:97A}

B. F.:
Efficient and reliable a-posteriori error estimates for boundary element methods.
Analysis, Numerics and Applications of Differential and Integral Equations,
Addison Wesley Longman, London, (C. Constanda, M. Bach, A.M. Saendig, P. Werner, G.C. Hsiao eds.)
(1998), 87-91 \cite{FAERMANN:97B}

B. F.:
Localization of the Aronszajn-Slobodeckij norm and application to adaptive
boundary element methods. Part I. The two-dimensional case
IMA J. Numer. Anal. 20 (2000), 203-234. \cite{FAERMANN:97C}

B. F.:
Efficient and reliable a-posteriori error estimates for boundary integral operators of positive
and negative order. Proceedings of ENUMATH97, World Scientific, Singapore (1998), 303-310
\cite{FAERMANN:97D}

B. F.:
Adaptive Galerkin boundary element methods (new results for the 3-dimensional case).
ZAMM 79, Supplement 3 (1999), 893-894 \cite{FAERMANN:99A}

B. F.:
Lokalisierungstechniken für Sobolev-Normen und Anwendung auf adaptive Randelementmethoden.
Habilitationsschrift, Universität Kiel (2000), \cite{FAERMANN:00A}

B. F.:
Localization of the Aronszajn-Slobodeckij norm and application to adaptive boundary element
methods. Part II. The three-dimensional case. Numer. Math. (2001) \cite{FAERMANN:00B}

Carstensen, C. and B. F.:
.Mathematical foundation of a posteriori error estimates and adaptive mesh-refining algorithms
for boundary integral equations of the first kind. Journal of Engineering Analysis with Boundary Elements (2001)
\cite{CARSTENSEN:00A}

Le Borne, Sabine:

R. BANK and S. G.:
Hierarchical Basis for the Convection-Diffusion Equation on Unstructured Meshes.
Ninth International Symposium on Domain Decomposition Methods for Partial
Differential Equations, (P. Bjorstad, M. Espedal, D. Keyes, eds.) DDM.org,
(1998) 251-265. \cite{BANK:96A}

R. BANK and S. G.:
The generalized hierarchical basis two-level method for the convection-diffusion
equation on a regular grid.
in Lecture Notes in Computational Science and Engineering 3, Springer, 1-20 (1998)
\cite{BANK:97A}

R. BANK and S. G.:
An algebraic approach to the HBMG method for unstructured grids.
ZAMM 78, Supplement 3 (1998), 863-864 \cite{BANK:97B}

S. G. and T. Probst:
Cyclic and feedback vertex set ordering for the 2D convection-diffusion equation.
Technical Report 97-22, Universität Kiel (1997). \cite{GUTSCH:97A}

W. Hackbusch, S. G., J.-F. Maitre, F. Musy:
The appropriate numbering for the multigrid solution of convection dominated problems.
in Notes on Numerical Fluid Mechanics 66, Vieweg (1998), 75-88 \cite{GUTSCH:98A}

S. G.:
Cyclic and feedback vertex set ordering for convection-dominated problems.
ZAMM 79, Supplement 3 (1999), 897-898 \cite{GUTSCH:98B}

S. L.:
Ordering techniques for convection-dominated problems on unstructured
three-dimensional grids.
11th International Symposium on Domain Decomposition Methods for Partial
Differential Equations (C. Lai, P. Bjorstad, M. Cross, O. Widlund, eds), DDM.org, (1999),
to appear \cite{LEBORNE:99A}

S. L.:
Ordering techniques for two- and three-dimensional convection-dominated
elliptic boundary value problems.
to appear in Computing (1999) \cite{LEBORNE:99B}

Hackbusch, Wolfgang

Nissen, Ivor:

P. KOSMOL and I. N.:
A Minimal Residual Class of Algorithms for Linear Systems.
Computing 51 (1993), 335-343. \cite{KOSMOL:93A}

P. KOSMOL and I. N.:
Eine matrixfreie Löserklasse für nichtlineare Gleichungssysteme.
Technical Report 9404, Universität Kiel (1994). \cite{KOSMOL:94A}

I. N.:
Multiparametrische Gradientenverfahren - Ein Beitrag zur Lösung großer Gleichungssysteme unter
dem Aspekt von Robustheit und Parallelität.
Dissertation. Logos-Verlag. Berlin. ISBN 3-89722-029-6 (1997) \cite{NISSEN:97A}

Probst, Thomas:

W. HACKBUSCH and T. P.:
Downwind Gauß-Seidel Smoothing for Convection Dominated Problems.
Numerical Linear Algebra with Applications 4, 85-102 (1997) \cite{HACKBUSCH:97E}

W. HACKBUSCH and T. P.:
Downwind Gauß-Seidel Smoothing for Convection Dominated Problems.
ZAMM 78, Supplement 3 (1998), 933-934 \cite{PROBST:97A}

S. Gutsch and T. P.:
Cyclic and feedback vertex set ordering for the 2D convection-diffusion equation.
Technical Report 97-22, Universität Kiel (1997). \cite{GUTSCH:97A}

Sauter, Stefan

Schult, Jörg:

S. PRÖßDORF, J. S.:
Multiwavelet approximation methods for pseudo-differential equations on curves.
Stability and convergence analysis.
In: The Numerical Treatment of Boundary Integral Equations (eds. K.E. Atkinson, Y. Xu),
Adv. Comput. Math. 9, 145-171 (1998), \cite{PROESSDORF:98A}

S. PRÖßDORF, J. S.:
Approximation and commutator properties of projections onto shift-invariant
subspaces and applications to boundary integral equations.
to appear in J. Integral Equations and Applications (1998) \cite{PROESSDORF:98B}

Wappler, Jens Uwe:

W. HACKBUSCH and J. U. W.:
Remarks on a posteriori error estimation for inaccurate finite element solutions.
Computing Vol 60 (1998), 175-191, \cite{HACKBUSCH:96E}

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