Autor/in Frick, Eduard Lindner, Marko 6 Schuster, Christian 6 Seifert, Christian 6 Dahl, David 5 Brüns, Heinz-Dietrich 1 Preibisch, Jan 1 Wang, Lei 1 Yildiz, Ömer Faruk 1 alle zeigenListe einklappen
An Intrusive PCE Extension of the Contour Integral Method and its Application in Electrical Engineering Frick, Eduard Dahl, David Seifert, Christian Lindner, Marko Schuster, Christian 2019 - TUHH Open Research
Multiscale Simulation of 2-D Photonic Crystal Structures Using a Contour Integral Method Dahl, David Frick, Eduard Seifert, Christian Lindner, Marko Schuster, Christian 2019 - TUHH Open Research
Efficient Simulation of Substrate-Integrated Waveguide Antennas Using a Hybrid Boundary Element Method Dahl, David Brüns, Heinz-Dietrich Wang, Lei Frick, Eduard Seifert, Christian Lindner, Marko Schuster, Christian 2019 - TUHH Open Research
Novel Method for Error Estimation in Applications of Polynomial Chaos Expansion to Stochastic Modeling of Multi-Resonant Systems Frick, Eduard Dahl, David Seifert, Christian Lindner, Marko Schuster, Christian 2018 - TUHH Open Research
Feasibility of uncertainty quantification for power distribution network modeling using PCE and a contour integral method Dahl, David Yildiz, Ömer Faruk Frick, Eduard Seifert, Christian Lindner, Marko Schuster, Christian 2018 - TUHH Open Research
Variability analysis of via crosstalk using polynomial chaos expansion Frick, Eduard Preibisch, Jan Seifert, Christian Lindner, Marko Schuster, Christian 2017 - TUHH Open Research