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ORCID1st VisMath 1995: Berlin, Germany
- Hans-Christian Hege
, Konrad Polthier:
Visualization and Mathematics, Experiments, Simulations and Environments, VisMath 1995, Berlin, Germany, May 30 - June 2, 1995. Springer 1997, ISBN 978-3-642-63891-6
Visualizing Mathematics
- George K. Francis, John M. Sullivan, Robert B. Kusner, Ken A. Brakke, Chris Hartman, Glenn G. Chappell:
The Minimax Sphere Eversion. 3-20 - Barbara Hausmann, Britta Slopianka, Hans-Peter Seidel:
Exploring Plane Hyperbolic Geometry. 21-36 - Geoffrey Martin, Ivan Sterling:
Visualizing Nonlinear Electrodynamics. 37-51 - Richard J. Morris:
The Use of Computer Graphics for Solving Problems in Singularity Theory. 53-66 - Dennis Roseman:
What Should a Surface in 4-Space Look Like? 67-82 - Dietmar Saupe, Matthias Ruhl:
Animation of Algebraic Surfaces. 83-92
Geometric Algorithms and Experiments
- Ken A. Brakke, John M. Sullivan:
Using Symmetry Features of the Surface Evolver to Study Foams. 95-117 - Karsten Große-Brauckmann, Konrad Polthier:
Constant Mean Curvature Surfaces Derived from Delaunay's and Wente's Examples. 119-134 - Daniel H. Huson:
Visualization of Periodic Tilings. 135-139 - Bernd Oberknapp, Konrad Polthier:
An Algorithm for Discrete Constant Mean Curvature Surfaces. 141-161
Visualization Algorithms and Data Structures
- Markus Kohler, Heinrich Müller:
Efficient Calculation of Subdivision Surfaces for Visualization. 165-179 - Henrik Battke, Detlev Stalling, Hans-Christian Hege:
Fast Line Integral Convolution for Arbitrary Surfaces in 3D. 181-195 - Martin Rumpf, Bernhard Schupp:
Visualization of Parallel Data based on Procedural Access. 197-208
Visualization Environments
- Markus Alefeld, Jörg Haber, Alexander Heim:
A new 3D Graphics Library: Concepts, Implementation, and Examples. 211-225 - Ekkehard Beier:
A Generic Approach to Computer Graphics. 227-238 - Dieter W. Fellner:
MRT - A Visualization Tool Addressing Problems 'outside' the Classical Rendering Domain. 239-248 - Charles Gunn, Armin Ortmann, Ulrich Pinkall, Konrad Polthier, Uwe Schwarz:
Oorange: A Virtual Laboratory for Experimental Mathematics. 249-265 - Jacques Lemordant:
Linear Inductive Reductive Dataflow System for ViSC. 267-278 - Jeremy Walton, Michael Dewar:
See what I mean? Using Graphics Toolkits to Visualise Numerical Data. 279-299
Visualization and Simulation Techniques
- Rudolf Beck, Peter Deuflhard, Hans-Christian Hege, Martin Seebaß, Detlev Stalling:
Numerical Algorithms and Visualization in Medical Treatment Planning. 303-328 - Ravi Malladi, James A. Sethian:
Level Set Methods for Curvature Flow, Image Enchancement, and Shape Recovery in Medical Images. 329-345 - Monika Wierse, Thomas Geßner, Dietmar Kröner:
Numerical Methods, Simulations and Visualization for Compressible Flows. 347-356
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