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