Numerics of Partial Differential Equations
RESEARCH FOCUS: Our research focus is in numerical analysis and scientific computing of partial differential equations. We are developing and analyzing mesh-free discretization methods for highly oscillatory evolution equations, in particular for high dimensional quantum systems. The above plots show recent results for laser induced dynamics of the HD molecule (joint work with Ludwik Adamowicz, Simen Kvaal, Thomas B. Pedersen). The time-dependent Schrödinger equation that describes the physical process is solved by using mesh-free gaussian basis functions in nine space dimensions.
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| +49 (89) 289 - 17979 | classer(at)tum.de | Room: 03.06.036 |
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| Team Assistant | ||||
| +49 (89) 289 - 18309 | sylvia.brinkmann(at)tum.de | Room: 03.06.052 |
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| Scientific Staff | ||||
| eddy.de.leon(at)tum.de |
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| oliver.schwarze(at)tum.de |
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- Paul Bergold, Univ Surrey
- Irene Burghardt, Univ Frankfurt
- Remi Carles, IRMAR Rennes
- Oliver Deiser, TUM
- Clotilde Fermanian Kammerer, Univ Paris Est
- Katharina Kormann, Univ Bochum
- Fabian Kröninger, EPFL
- Simen Kvaal, Univ Oslo
- Benjamin Lasorne, Institut Charles Gerhardt Montpellier
- Christian Lubich, Univ Tübingen
- Christian Mendl, TUM
- Jörg Nick, ETH Zürich
- Thomas B. Pedersen, Univ Oslo
- Didier Robert, Univ Nantes
- Roman Schubert, Univ Bristol
- Chunmei Su, Univ Tsinghua
- Stefan Teufel, Univ Tübingen
- Jiri Vanicek, EPFL