Associated PostDocs

Munich


		Dr. Constantin Christof Technische Universität München Faculty of Mathematics Chair of Optimal Control

		Dr. Lukas Failer Technische Universität München Faculty of Mathematics Chair of Optimal Control

		Dr. Christian Kahle Technische Universität München Faculty of Mathematics Chair of Optimal Control

		Dr. Dominik Meidner Technische Universität München Faculty of Mathematics Chair of Optimal Control P 1: Sparse controls P 5: Boundary control problems in polyhedral domains

		Dr. Johannes Pfefferer Technische Universität München Faculty of Mathematics Chair of Optimal Control P 5: Boundary control problems in polyhedral domains

Graz

		Ass.-Prof. Dr. Florian Mannel Karl-Franzens-Universität Graz Institute for Mathematics and Scientific Computing P 1: Sparse controls P 9: Sensitivity and control of evolutions with rate-independent elements

		Dr. Martin Holler Karl-Franzens-Universität Graz Institute for Mathematics and Scientific Computing P 2: Complexity and convergence of multilevel optimization approaches for TV-based denoising P 8: Parameter estimation for the Bloch equation from linear projection data and applications in MR fingerprinting

		Dr. Manfred Liebmann Karl-Franzens-Universität Graz Institute for Mathematics and Scientific Computing P 12: Sparse optimal control in time-dependent density functional theory

		Ass.-Prof. Dr. Günther Of Technische Universität Graz Faculty of Technical Mathematics and Technical Physics Institute of Computational Mathematics P 5: Boundary control problems in polyhedral domains P 11: Energy corrected finite elements for optimal control problems on domains with re-entrant corners P 17: Domain decomposition methods for nonlinear transmission conditions


		Dr. Tăng Quốc Bảo Karl-Franzens-Universität Graz Institute for Mathematics and Scientific Computing P 7: Organic photovoltaics and related electrochemical models P 9: Sensitivity and control of evolutions with rate-independent elements P 16: Volume-surface reaction-diffusion systems: analysis, numerics, control, and optimality issues

		Dr. Philip Trautmann Karl-Franzens-Universität Graz Institute for Mathematics and Scientific Computing P 1: Sparse controls

TUM Mathematik Rutschen

Impressum | Datenschutzerklärung | AnregungenCopyright Technische Universität München