2022 2021 2020 2019 2018 2017 2016 2015 2014 2013 2012 2011 2010 2009 2008 2007 2006 2005 2004 2003 2002 2001 2000 1999 all (18 talks)

datetime locationseries lecturertitle
2022-10-0515:30 BA 9909PHD Michael Mandlmayr Semismooth* Newton Methods for Quasi-Variational inequalities and Contact Problems with friction
2022-08-0208:00 S2 416-2O Patrick Mehlitz On the fuzzy sum rule for the regular subdifferential
2022-07-1813:30 S2 416-2GS Marvin Fritz Analytical and numerical methods for time-fractional gradient flows
2022-06-2814:15 S5 101RS Michael Winkler (Fast) Proximal Gradient Methods
2022-06-2813:30 S5 101RS Alessio Cesarano Space-time optimization of rotating electric machines
2022-06-1413:30 S2 054RS Josef Mergl Modelling and simulation of heat transfer across interfaces
2022-05-3113:30 S2 054RS Clemens Hofreither A Newton's method for best uniform rational approximation
2022-05-2413:30 S2 054RS Theresa Köfler Symbolic Local Fourier Analysis to determine the inf-sup stability of the Stokes equation
2022-05-1713:30 S2 054RS Vesvolod Shahskov MONA - magnetic oriented modals analysis for electric circuit
2022-05-1013:30 S2 054RS Michael Winkler Introduction to Proximal Gradient Methods
2022-04-2614:15 S2 054RS Michael Mandlmayr Semismooth* Newton Methods for Quasi-Variational inequalities and Contact Problems with friction
2022-04-2613:30 S2 054RS Nora Philippi Singular perturbation of transport problems on pipe networks
2022-04-0513:30 S2 054RS Nepomuk Krenn Finite element analysis for topological derivatives of optimization problems subject to a linear PDE constraint
2022-03-2913:30 S2 054RS Stefan Tyoler Adaptivity with isogeometric patches
2022-03-2214:30 S2 054RS Bogdan Radu Finite element mass lumping in H(curl)
2022-03-1514:30 S2 054RS Andreas Schafelner Adaptive space-time finite element methods for parabolic optimal control problems
2022-03-0213:00 ZOOMPHD Andreas Schafelner Space-Time Finite Element Methods
2022-01-2514:30 ZoomRS Nora Philippi Relative energy estimates, asymptotic stability and structure preserving discretization for isentropic flow in gas networks