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Libro

Visualization and mathematics : experiments, simulations, and environments

Hans-Christian Hege, Konrad Polthier (eds.).

Berlin : Springer, ©1997.

xix, 386 págs. : ilustraciones (algunas col.) ; 25 cm.

ISBN: 3540612696

"This book grew out of the international workshop ... held from May 30 to June 2, 1995 in Berlin-Dahlem"—Preface.

Incluye referencias bibliográficas.

Reseña: MathSciNet, 99g:68212

Contenido

  • George Francis, John M. Sullivan, Rob B. Kusner, Ken A. Brakke, Chris Hartman and Glenn Chappell, The minimax sphere eversion
  • Barbara Hausmann, Britta Slopianka and Hans-Peter Seidel, Exploring plane hyperbolic geometry
  • Geoffrey Martin and Ivan Sterling, Visualizing nonlinear electrodynamics
  • Richard J. Morris, The use of computer graphics for solving problems in singularity theory
  • Dennis Roseman, What should a surface in $4$-space look like?
  • Dietmar Saupe and Matthias Ruhl, Animation of algebraic surfaces
  • Ken A. Brakke and John M. Sullivan, Using symmetry features of the surface evolver to study foams
  • Karsten Große-Brauckmann and Konrad Polthier, Constant mean curvature surfaces derived from Delaunay's and Wente's examples
  • Daniel H. Huson, Visualization of periodic tilings
  • Bernd Oberknapp and Konrad Polthier, An algorithm for discrete constant mean curvature surfaces
  • Markus Kohler and Heinrich Müller, Efficient calculation of subdivision surfaces for visualization
  • Henrik Battke, Detlev Stalling and Hans-Christian Hege, Fast line integral convolution for arbitrary surfaces in $3$D
  • Martin Rumpf and Bernhard Schupp, Visualization of parallel data based on procedural access
  • Markus Alefeld, Jörg Haber and Alexander Heim, A new $3$D graphics library: concepts, implementation, and examples
  • Ekkehard Beier, A generic approach to computer graphics
  • Dieter W. Fellner, MRT : a visualization tool addressing problems "outside" the classical rendering domain
  • Charles Gunn, Armin Ortmann, Ulrich Pinkall, Konrad Polthier and Uwe Schwarz, Oorange: a virtual laboratory for experimental mathematics
  • Jacques Lemordant, Linear inductive reductive dataflow system for ViSC
  • Jeremy Walton and Michael Dewar, See what I mean? Using graphics toolkits to visualise numerical data
  • Rudolf Beck, Peter Deuflhard, Hans-Christian Hege, Martin Seebaß and Detlev Stalling, Numerical algorithms and visualization in medical treatment planning
  • Ravi Malladi and James A. Sethian, Level set methods for curvature flow, image enchancement, and shape recovery in medical images
  • Monika Wierse, Thomas Geßner and Dietmar Kröner, Numerical methods, simulations and visualization for compressible flows.
 
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