Minerva  

19th GAMM-Seminar Leipzig on
High-dimensional problems - Numerical treatment and applications

Max-Planck-Institute for Mathematics in the Sciences
Inselstr. 22-26, D-04103 [O->]Leipzig
Phone: +49.341.9959.752, Fax: +49.341.9959.999


     
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  19th GAMM-Seminar
January, 23th-25th, 2003
 
     
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  Abstracts of talks First  
 
  Information Heinz-Jürgen Flad (Max Planck Institute for Mathematics in the Sciences, Leipzig)
Various Notions of High-Dimensions in Quantum Chemistry
 
  Information Michael Griebel (Uni Bonn)
Sparse grid methods for density estimation and regression in data mining
 
  Information C. Schwab (ETH Zürich)
Rapid solution of parabolic equations in high dimensions
 
  Information Emanouil I. Atanassov (Uni Saarbrücken)
Optimal Generation of Scrambled Low-Discrepancy Sequences
 
  Information Thomas Gerstner (Uni Bonn)
A dimension-adaptive approach to multivariate numerical integration
 
  Information Illia Horenko (FU Berlin)
An explicit particle method for molecular dynamics: Quantum-Classical Liouville Equation
 
  Information Ilgis Ibragimow (Uni Saarbrücken)
Three-way decomposition and its applications
 
  Information Hans-Christoph Kaiser (WIAS Berlin )
Classical solutions of van Roosbroeck's equations with discontinuous coefficients and mixed boundary conditions on two dimensional space domains
 
  Information Jörg Kampen, Andreas Prohl (Uni Heidelberg)
Numerical Analysis for Multi-asset European Options
 
  Information Ognyan Kounchev (Bulgarian Academy of Sciences)
Approximation of the Schrödinger operator in the strip and half-space
 
  Information P. Lötstedt (Uppsala University)
Fokker-Planck approximation of the master equation in molecular biology
 
  Information Andrej Nitsche (ETH Zürich)
Sparse approximation of singularity functions
 
  Information E. Novak (Uni Jena)
Solving integral equations using random bits
 
  Information Christoph Reisinger (Uni Heidelberg)
American Option Pricing on Sparse Grids
 
  Information Hermann Render (Gerhard-Mercator Universität Duisburg)
A model for the Schrödinger operator
 
  Information Sergej Rjasanow (Uni Saarbrücken)
Numerical solution of the Boltzmann equation on the uniform grid
 
  Information Anand Srivastav (Uni Kiel)
Graphpartitioning: Complexity and Algorithms
 
  Information Martin Weiser (Zuse-Institut Berlin)
Adaptive particle methods for molecular dynamics: Classical Liouville Equation
 
  Information Harry Yserentant (Uni Tübingen)
Sparse grids, hyberbolic cross spaces, and the regularity of the Schrödinger equation
 
 


Last updated:
30.11.2004 Impressum
 
Concept, Design and Realisation
[O->]Jens Burmeister (Uni Kiel), Kai Helms (MPI Leipzig)
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