Browsing Workshops 2007 by MSC "82"
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0741 - Arbeitsgemeinschaft: Percolation
[OWR-2007-48] (2007) - (07 Oct - 13 Oct 2007)Abstract. Percolation as a mathematical theory is more than fifty years old. During its life, it has attracted the attention of both physicists and mathematicians. This is due in large part to the fact that it represents ... -
0735 - Large Scale Stochastic Dynamics
[OWR-2007-42] (2007) - (26 Aug - 01 Sep 2007)Equilibrium statistical mechanics studies random fields distributed according to a Gibbs probability measure. Such random fields can be equipped with a stochastic dynamics given by a Markov process with the correspondingly ... -
0751 - Material Theories
[OWR-2007-58] (2007) - (16 Dec - 22 Dec 2007)The workshop reviewed classical and recent trends in the modeling of material behavior using a wide spectrum of mathematical tools (stochastic processes, calculus of variations, pde’s). Among the topic covered, the following ... -
0707a - Mini-Workshop: Multiscale and Variational Methods in Material Science and Quantum Theory of Solids
[OWR-2007-6] (2007) - (11 Feb - 17 Feb 2007)This workshop brought together 18 scientists from three different mathematical communities: (i) random Schrödinger operators, (ii) quantum mechanics of interacting atoms, and (iii) mathematical materials science. Several ... -
0721 - Non-Classical Interacting Random Walks
[OWR-2007-27] (2007) - (20 May - 26 May 2007)The workshop focused on recent developments in the theory of random walks (RWs) in a broader sense. Among the models considered were RWs in random environment, RWs in random potential and random polymers, branching RWs, ... -
0723 - Phase Transitions
[OWR-2007-28] (2007) - (03 Jun - 09 Jun 2007)As in the past, the workshop brought together researchers with a background in physics, partial differential equations and continuum mechanics and statistical mechanics. Equilibrium and dynamic phase transitions were ... -
0710a - Transport in Multi-Dimensional Random Schrödinger Operators
[OWR-2007-12] (2007) - (04 Mar - 10 Mar 2007)Random Schrödinger operators are a topic of common interest in