List of participating projects (2000-2002)

This is the complete list of all projects in the DFG Priority Program 1095.
A. Arnold, A. Jüngel
Uni des Saarlandes, Uni Konstanz
Numerics and asymptotics of microscopic and macroscopic equations for quantum systems
T. Blesgen, S. Luckhaus
Uni Leipzig
Phase transition in crystals
F. Bornemann
TU München
Analysis and numerical treatment of the interaction of three scales in generic energy crossings in quantum--classical molecular dynamics
C. Carstensen
Uni Kiel
Efficient approximation of measure--valued solutions in non--convex minimisation problems
M. Dellnitz
Uni Paderborn
The efficient identification of macroscopic dynamics
A. DeSimone
MPI Leipzig
Soft Ferromagnetic Films
W. Dreyer, J. Sprekels
WIAS Berlin
Multi--scale modelling of thermomechanical bodies
B. Fiedler
FU Berlin
Quantitative Homogenization and Averaging
J. Fuhrmann, H.-C. Kaiser, G. Schmidt
WIAS
Envelope function approximation of electronic states in semiconductor nanostructures
H. Garcke, B. Nestler
Uni Bonn, RWTH Aachen
Analysis, modelling and simulation of multi-scale multi-phase solidification processes in alloy systems
H. Garcke, B. Niethammer, M. Rumpf
Uni Bonn
Multiple scales in phase separating systems with elastic misfit
W. Hackbusch
MPI Leipzig
Composite finite elements for the approximation of partial differential equations with jumping coefficients
R.H.W. Hoppe, H. Sieber
Uni Augsburg, Uni Erlangen
Structural Optimization of Biomorphic Cellular Silicon Carbide Ceramics with Microstructures by Homogenization Modeling
W. Jäger
Uni Heidelberg
Scaling limits and modelling of flows and transport in branch networks
H.-J. Flad, W. Hackbusch, D. Kolb
MPI Leipzig, MPI Leipzig, Uni Kassel
Approximation of many--particle wavefunctions on sparse grids
M. Kunze, H. Spohn
Uni Essen, TU München
Adiabatic limits in particle-field interactions
C. Lubich
Uni Tübingen
Numerical algorithms for problems with multiple time scales
J. M. Melenk, C. Schwab
MPI Leipzig, ETH Zürich
Two-scale regularity theory of homogenization problems and two-scale finite element method convergence theory
A. Mielke
Uni Stuttgart
Derivation and analysis of evolution equations for Young measures
I. Müller
TU Berlin
Thermodynamic aspects of load-induced martensitic transformations in shape-memory alloys
B. Niethammer, F. Otto
Uni Bonn
Homogenization of dilute particle dispersions
C. Schütte
FU Berlin
From multiple scales to effective dynamics: an approach using transfer operators and essential degrees of freedom
A. Stevens
MPI Leipzig
Propagation phenomena in heterogeneous media
A. Mielke
Uni Stuttgart
Coordination program of Priority Program 1095
Analysis, Modelling and Simulation of Multi--Scale Problems