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References
- 1
-
R. E. Bank and A. Weisser.
Some a priori error estimators for elliptic partial differential
equations.
Math. Comp., 44:283-301, 1985.
- 2
-
Bornemann, F. and Erdmann, B. and Kornhuber, R.
Adaptive multilevel methods in three space dimensions.
Int. J. Numer. Methods Eng., 36, No.18:3187-3203, 1993.
- 3
-
H.-J. Bungartz, M. Griebel, D. Röschke, and C. Zenger.
Pointwise convergence of the combination technique for the laplace
equation.
East-West Journal of Numerical Mathematics, 2(1):21-45, 1994.
- 4
-
A. Certain, J. Popovic, T. DeRose, T. Duchamp, D. Salesin, and
W. Stuetzle.
Interactive multiresolution surface viewing.
In SIGGRAPH 96 Conference Proceedings, pages 91-98, 1996.
- 5
-
P. Ciarlet and J. Lions.
Handbook of numerical analysis. Vol. V: Techniques of scientific
computing.
Elsevier, 1997.
- 6
-
P. Cignoni, L. De Floriani, C. Montoni, E. Puppo, and R. Scopigno.
Multiresolution modeling and visualization of volume data based on
simplicial complexes.
In 1994 Symposium on Volume Visualization, pages 19-26, 1994.
- 7
-
D. S. Dyer.
A dataflow toolkit for visualization.
Computer Graphics & Applications, 10(4):60-69, 1990.
- 8
-
M. Eck, T. DeRose, T. Duchamp, H. Hoppe, M. Lounsbery, and W. Stuetzle.
Multiresolution analysis of arbitrary meshes.
In SIGGRAPH 95 Conference Proceedings, pages 173-182, 1995.
- 9
-
B. Falcidieno, S. Orgolesu, C. Pizzi, A. Sanguineti, and M. Spagnuolo.
High fidelity digital terrain modelling for the reconstruction of the
antarctic sea floor.
Journal of Visualization and Computer Animation, 7(3):177-188,
1996.
- 10
-
Froehlich, J. and Schneider, K.
An adaptive wavelet-vaguelette algorithm for the solution of pdes.
J. Comput. Phys., 130, No.2:174-190, 1997.
- 11
-
M. Griebel.
Eine kombinationsmethode für die lösung von
dünngitter-problemen auf multiprozessor-maschinen.
In W. Bader, Rannacher, editor, Numerische Algorithmen auf
Transputer-Systemen, pages 66-78. Teubner, 1992.
- 12
-
M. Griebel.
Adaptive sparse grid multilevel methods for elliptic pdes based on
finite differences.
Computing, 1998.
to appear.
- 13
-
M. H. Gross and R. G. Staadt.
Fast multiresolution surface meshing.
In Proceedings of the Visualization, pages 135-142, 1995.
- 14
-
R. Grosso, C. Luerig, and T. Ertl.
The multilevel finite element method for adaptive mesh optimization
and visualization of volume data.
In Proceedings Visualization, 1997.
- 15
-
R. B. Haber, B. Lucas, and N. Collins.
A data model for scientific visualization with provisions for regular
and irregular grids.
In Proc. IEEE Visualization, 1991.
- 16
-
W. Hackbusch.
Multi-grid methods and applications.
Springer, Berlin/Heidelberg, 1985.
- 17
-
B. Hamann.
A data reduction scheme for triangulated surfaces.
Computer Aided Geometric Design, 11:197-214, 1994.
- 18
-
Hemker, P.W.
On the structure of an adaptive multi-level algorithm.
BIT, 20:289-301, 1980.
- 19
-
N. Heusser and M. Rumpf.
Efficient Visualization of Data on Sparse Grids.
In Proceedings VisMath Conference, Berlin, 1997.
- 20
-
H. Hoppe.
Proegressive meshes.
In SIGGRAPH 96 Conference Proceedings, pages 99-108, 1996.
- 21
-
T. Itoh and K. Koyamada.
Automatic isosurface propagation using an extrema graph and sorted
boundart cell lists.
Transactions on Visualization and Computer Graphics,
1(4):319-327, 1995.
- 22
-
R. Klein, G. Liebich, and W. Straßer.
Mesh reduction with error control.
In Proceedings Visualization, 1996.
- 23
-
D. Kroener.
Numerical schemes for conservation laws.
Series Advances in Numerical Mathematics. Wiley-Teubner, 1997.
- 24
-
U. Lang, R. Lang, and R. Rühle.
Integration of visualization and scientific calculation in a software
system.
In Proc. IEEE Visualization '91, 1991.
- 25
-
D. Laur and P. Hanrahan.
Hierarchical splatting: A progressive refinement algorithm for
volume rendering.
In T. W. Sederberg, editor, Computer Graphics (SIGGRAPH '91
Proceedings), volume 25, pages 285-288, July 1991.
- 26
-
Y. Livnat, H. W. Shen, and C. R. Johnson.
A near optimal isosurface extraction algorithm using the span space.
Transaction on Visualization and Computer Graphics,
2(1):73-83, 1996.
- 27
-
B. Lucas and et. al.
An architecture for a scientific visualization system.
In Proc. IEEE Visualization, 92.
- 28
-
S. Muraki.
Volume data and wavelet transform.
Computer Graphics and Applications, 13(4):50-56, 1993.
- 29
-
R. Neubauer, M. Ohlberger, M. Rumpf, and R. Schwörer.
Efficient Visualization of Large-Scale Data on Hierarchical
Meshes.
In W. Lefer and M. Grave, editors, Visualization in Scientific
Computing. Springer, 1997.
- 30
-
H. Neunzert, W. Sack, and G. Koppenwallner.
Development of a particle method for reactive flows in rarefied
gases.
In Hoffmann, Karl-Heinz (ed.) et al., Mathematik:
Schluesseltechnologie fuer die Zukunft. Verbundprojekte zwischen Universitaet
und Industrie. Springer, 1997.
- 31
-
M. Ohlberger and M. Rumpf.
Hierarchical and Adaptive Visualization on Nested Grids.
Computing, 59 (4):269-285, 1997.
- 32
-
M. Ohlberger and M. Rumpf.
Adaptive projection methods in multiresolutional scientific
visualization.
Report 20, Sonderforschungsbereich 256, Bonn, 1998.
- 33
-
M. Rumpf, A. Schmidt, and K. Siebert.
On a unified visualization approach for data from advanced numerical
methods.
In R. Scateni, J. Van Wijk, and P. Zanarini, editors,
Visualization in Scientific Computing, pages 35-44. Springer, 1995.
- 34
-
M. Rumpf, A. Schmidt, and K. Siebert.
Functions Describing Arbitrary Meshes.
Computer Graphics Forum, 15 (2):129-141, 1996.
- 35
-
P. Schröder and W. Sweldens.
Spherical wavelets: Efficiently representing functions on the sphere.
In SIGGRAPH 95 Conference Proceedings, pages 161-172, 1995.
- 36
-
W. J. Schroeder, J. A. Zarge, and W. A. Lorensen.
Decimation of triangle meshes.
In Computer Graphics (SIGGRAPH '92 Proceedings), volume 26,
pages 65-70, 1992.
- 37
-
Schwab, C. and Suri, M.
The p and hp versions of the finite element method for problems
wi th boundary layers.
Math. Comput., 65, No.216:1403-1429, 1996.
- 38
-
U. o. B. SFB 256.
Grape manual.
pages http://www.iam.uni-bonn.de/main.html.
- 39
-
R. Shekhar, E. Fayyad, R. Yagel, and J. F. Cornhill.
Octree-based decimation of marching cubes surfaces.
In Proceedings Visualization. IEEE, 1996.
- 40
-
H.-W. Shen, C. D. Hansen, Y. Livnat, and C. R. Johnson.
Isosurfacing in span space with utmost efficiency (ISSUE).
In Proceedings Visualization, 1996.
- 41
-
Stenberg, R. and Suri, M.
Mixed hp finite element methods for problems in elasticity and
Stoke s flow.
Numer. Math., 72, No.3:367-389, 1996.
- 42
-
L. A. Treinish.
Data structures and access software for scientific visualization.
Computer Graphics, 25:104-118, 1991.
- 43
-
G. Turk.
Re-tiling polygonal surfaces.
In Computer Graphics (SIGGRAPH '92 Proceedings), volume 26,
pages 55-64, July 1992.
- 44
-
C. Upson and et. al.
The application visualization system: A computational environment for
scientific visualization.
Computer Graphics & Applications, 9(4):30-42, 1989.
- 45
-
J. P. Wilhelms and A. Van Gelder.
Octrees for faster isosurface generation.
In Computer Graphics (San Diego Workshop on Volume
Visualization), volume 24, 5, pages 57-62, 1990.
- 46
-
S. Yang and C. Cooke.
Data compression based on the cubic B-spline wavelet with uniform
two-scale relation.
Math. Comput. Modelling, 23, No.7:73-88, 1996.
- 47
-
C. Zenger.
Sparse grids.
In W. Hackbusch, editor, Parallel Algorithms for PDE, Proc. 6th
GAMM Seminar Kiel, Notes on Numerical Fluid Mechanics, volume 31, pages
241-251. Vieweg, 1991.
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