default search action
2nd VisMath 1997: Berlin, Germany
- Hans-Christian Hege, Konrad Polthier:
Mathematical Visualization, Algorithms, Applications and Numerics, VisMath 1997, Berlin, Germany, September 16-19, 1997. Springer 1998, ISBN 978-3-642-08373-0
Meshes, Multilevel Approximation, and Visualization
- Paolo Cignoni, Claudio Montani, Roberto Scopigno:
Tetrahedra Based Volume Visualization. 3-18 - Roberto Grosso, Thomas Ertl:
Mesh Optimization and Multilevel Finite Element Approximations. 19-30 - Norbert Heußer, Martin Rumpf:
Efficient Visualization of Data on Sparse Grids. 31-44 - Markus Kohler:
A Meta Scheme for Iterative Refinement of Meshes. 45-59 - Detlef Ruprecht, Heinrich Müller:
A Scheme for Edge-based Adaptive Tetrahedron Subdivision. 61-70
Geometry and Numerics
- Gerhard Dziuk, John E. Hutchinson:
Finite Element Approximations and the Dirichlet Problem for Surfaces of Prescribed Mean Curvature. 73-87 - Georg Glaeser, M. Eduard Gröller:
Efficient Volume-Generation During the Simulation of NC-Milling. 89-106 - Karsten Große-Brauckmann, Robert B. Kusner, John M. Sullivan:
Constant Mean Curvature Surfaces with Cylindrical Ends. 107-116 - Tim Hoffmann:
Discrete Rotational CMC Surfaces and the Elliptic Billiard. 117-124 - Wolfgang Kühn:
Zonotope Dynamics in Numerical Quality Control. 125-134 - Konrad Polthier, Markus Schmies:
Straightest Geodesics on Polyhedral Surfaces. 135-150
Graphics Algorithms and Implementations
- Jürgen Döllner, Klaus H. Hinrichs:
Support of Explicit Time and Event Flows in the Object-Oriented Visualization Toolkit MAM/VRS. 153-166 - Alfred Inselberg:
A Survey of Parallel Coordinates. 167-179 - Philipp Slusallek, Marc Stamminger, Hans-Peter Seidel:
Hierarchical Techniques for Global Illumination Computations - Recent Trends and Developments. 181-194 - Ivan Sterling, Thomas Sterling:
Two-Dimensional Image Rotation. 195-206 - Alexandru C. Telea, Cornelius W. A. M. van Overveld:
An Object-Oriented Interactive System for Scientific Simulations: Design and Applications. 207-220
Geometric Visualization Techniques
- Ulrike Axen, Herbert Edelsbrunner:
Auditory Morse Analysis of Triangulated Manifolds. 223-236 - George K. Francis, John M. Sullivan, Chris Hartman:
Computing Sphere Eversions. 237-255 - John C. Hart:
Morse Theory for Implicit Surface Modeling. 257-268 - René T. Rau, Daniel Weiskopf, Hanns Ruder:
Special Relativity in Virtual Reality. 269-279 - Dennis Roseman:
Exploring Low Dimensional Objects in High Dimensional Spaces. 281-291
Vector Fields and Flow Visualization
- Hans-Christian Hege, Detlev Stalling:
Fast LIC with Piecewise Polynomial Filter Kernels. 295-314 - Helwig Löffelmann, Thomas Kucera, M. Eduard Gröller:
Visualizing Poincaré Maps together with the Underlying Flow. 315-328 - Adriano Lopes, Ken Brodlie:
Accuracy in 3D Particle Tracing. 329-341 - Gerik Scheuermann, Hans Hagen, Heinz Krüger:
Clifford Algebra in Vector Field Visualization. 343-351 - Laurent Testard:
Visualization of Complex ODE Solutions. 353-362
manage site settings
To protect your privacy, all features that rely on external API calls from your browser are turned off by default. You need to opt-in for them to become active. All settings here will be stored as cookies with your web browser. For more information see our F.A.Q.