Institut für Angewandte Mathematik |
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Vorträge im Sommersemester 2021 |
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Seminar Angewandte Analysis und Numerische Mathematik |
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12.5.2021 | Alessio Cesanaro |
Shape optimization of a rotating electric machine using a space-time finite element method | |
9.00 Uhr, Webex | |
20.5.2021 | Johannes Krondorfer |
Konvergenzuntersuchungen von Smolyak-Quadraturformeln für spezielle Integrale | |
9.00 Uhr, Webex | |
17.6.2021 | Agnese Missoni |
Fractional Calculus and Hilbert transforms | |
9.00 Uhr, Webex | |
17.6.2021 | Martin Ganster |
An implementation of boundary integral operators by the fast multipole method | |
10.00 Uhr, Webex | |
28.6.2021 | Dale Frymark |
Singular boundary conditions for Sturm–Liouville operators via perturbation theory | |
10.00 Uhr, Webex | |
28.6.2021 | Noema Nicolussi |
Variations of canonical measures: Riemann surfaces, graphs and hybrid curves | |
13.00 Uhr, Webex | |
29.6.2021 | Petr Siegl |
Resolvent estimates for Schrödinger operators with complex potentials | |
10.00 Uhr, Webex | |
29.6.2021 | Jean-Claude Cuenin |
Harmonic analysis methods in spectral theory | |
14.00 Uhr, Webex | |
29.6.2021 | Andrea Mantile |
Acoustic resonant frequencies in the asymptotic regime of high-contrast inclusions | |
16.00 Uhr, Webex | |
19.7.2021 | Martin Korb |
Spektrum eines Hamiltonian in R mit periodischen delta-Potentialen | |
11.00 Uhr, Webex |