Meyer, C.H.; Lerch, C.; Lohmann, B.; Rixen, D.J..Parametric Nonlinear Model Order Reduction: Recap, New Achievements and Applications.Doktorandentreffen 2018 im DFG-SPP 1897 .Bad Liebenzell, Germany.2018

Deutscher, J.; Gehring, N.; Kern, R..Output feedback control of general linear heterodirectional hyperbolic PDE-ODE systems with spatially-varying coefficients.International Journal of Control

Meindl, M.; Cruz Varona, M.; Castagnotto, A.; Thomann, F.; Polifke, W.; Lohmann, B..Model order reduction in thermoacoustic stability analysis.Proceedings of the 9th Vienna International Conference on Mathematical Modelling (MATHMOD2018).Vienna, Austria.ARGESIM.2018

Yuan, C.; Hu, S.; Castagnotto, A.; Lohmann, B.; Bechtold, T..Implicit Schur Complement for Model Order Reduction of Second Order Piezoelectric Energy Harvester Model.Proceedings of the 9th Vienna International Conference on Mathematical Modelling (MATHMOD2018).Vienna, Austria.ARGESIM.2018

Castagnotto, A.; Hu, S.; Lohmann, B..An Approach for Globalized H2-Optimal Model Reduction.Proceedings of the 9th Vienna International Conference on Mathematical Modelling (MATHMOD2018).Vienna, Austria.IFAC-PapersOnLine, Elsevier.2018

Kotyczka, P.; Maschke, B.; van der Schaft, A. J..Mini-course on port-Hamiltonian systems on graphs and complexes.23rd International Symposium on Mathematical Theory of Networks and Systems (MTNS2018).(accepted).2018

Kotyczka, P..Structured discretization of the heat equation: Numerical properties and preservation of flatness.23rd International Symposium on Mathematical Theory of Networks and Systems (MTNS2018).(accepted).2018

Meyer, C.H.; Lerch, C.; Lohmann, B.; Rixen, D.J..Efficient Basis Updating for Parametric Nonlinear Model Order Reduction.89th Annual Meeting of GAMM 2018.München, Germany.2018

Kotyczka, P..Distributed-parameter port-Hamiltonian systems - a short introduction to modeling, spatial discretization and control.3 Seminarvorträge, Systems and Control Engineering, IIT Bombay.2014

Kotyczka, P..Steuerung für die Flachwassergleichung auf Grundlage ortsdiskretisierter Port-Hamiltonscher Modelle.GAMM Fachausschuss Dynamik und Regelungstheorie.2015