Seminar for Graduate and Doctoral Students

DateTimeRoom SpeakerTitle
2022-03-02 14:00Zoom Andreas Schafelner PhD defence: Space-Time Finite Element Methods
2022-03-08 15:30S2 054 Herbert Egger Preliminary discussion
2022-03-15 15:30S2 054 Andreas Schafelner Adaptive space-time finite element methods for parabolic optimal control problems
2022-03-22 15:30S2 054 Bogdan Radu Finite element mass lumping in H(curl)
2022-03-29 15:30S2 054 Stefan Tyoler Adaptivity with isogeometric patches
2022-04-05 15:30S2 054 Nepomuk Krenn Finite element analysis for topological derivatives of optimization problems subject to a linear PDE constraint
2022-04-26 15:30S2 054 Nora Philippi Singular perturbation of transport problems on pipe networks
2022-04-26 16:15S2 054 Michael Mandlmayr Semismooth* Newton Methods for Quasi-Variational inequalities and Contact Problems with friction
2022-05-03 AnaDay
2022-05-10 15:30S2 054 Michael Winkler Introduction to Proximal Gradient Methods
2022-05-17 15:30S2 054 Vesvolod Shahskov MONA - magnetic oriented modals analysis for electric circuit
2022-05-24 15:30S2 054 Theresa Köfler Symbolic Local Fourier Analysis to determine the inf-sup stability of the Stokes equation
2022-05-31 15:30S2 054 Clemens Hofreither A Newton's method for best uniform rational approximation
2022-06-14 15:30S2 120 Josef Mergl Modelling and simulation of heat transfer across interfaces
2022-06-21 Canceled
2022-06-28 15:30S5 101 Alessio Cesarano Space-time optimization of rotating electric machines
2022-06-28 16:15S5 101 Michael Winkler (Fast) Proximal Gradient Methods