Research Group Functional Analysis

Seminar port-Hamiltonische Systeme

Date: Wednesday, 16:00 until 17:30 h
Room: HS 5 (G.10.07)
Everyone interested is welcome.
Koordination: Birgit Jacob

Wintersemester 2024/2025

March 5, 2025 16:00 Uhr (online) Arjan van der Schaft (U Groningen) tba
February 5, 2025 16:00 Uhr (online) Stefano Stramigioli (TU Twente) tba
January 8, 2025 16:00 Uhr (online) Claudia Totzeck tba
December 4, 2024 16:00 Uhr (online) Timo Reis (TU Ilmenau) Energy-Optimal Control for infinite-dimensional port-Hamiltonian Systems
November 20, 2024 16:00 Uhr Riccardo Morandin (TU Berlin) tba
November 6, 2024 16:00 Uhr (online) Dorothée Normand-Cyrot (Laboratoire des Signaux et Systèmes, Paris) About a class of discrete-time and sampled-data Hamiltonian structures
October 2, 2024 16:00 Uhr (online) Philipp Schulze (TU Berlin) Structure-Preserving Model Reduction for Dissipative and Port-Hamiltonian Systems

Sommersemester 2024

September 4, 2024 16:00 Uhr (online) Yann Le Gorrec (FEMTO-ST, Besançon) Modelling, interconnection and control of irreversible port Hamiltonian systems
August 14, 2024 16:00 Uhr, G.13.18 Thomas Beckers (Vanderbilt University, USA) Composable Physics-Informed Learning with Uncertainty Quantification based on Port-Hamiltonian systems
July 3, 2024 16:00 Uhr (online) Silke Glas (Twente) Model Reduction on Manifolds: from a differential geometric formulation to data-driven realizations
May 31, 2024 11:00 Uhr (online) Jacquelien Scherpen (Groningen) Contraction, regulation, trajectory tracking and coupled damping for classes of port-Hamiltonian systems
May 15, 2024 16:00 Uhr Sophie Irmey Formeln der Gleichberechtigung: Antidiskriminierung in MINT (May12 talk)
May 8, 2024 16:00 Uhr (online) Paul Kotyczka (TU Munich) Geometric integration and discrete-time port-Hamiltonian systems
April 17, 2024 16:00 Uhr Karim Cherifi (TU Berlin) Dissipativity properties of time-varying port-Hamiltonian systems

Wintersemester 2023/2024

March 6, 2024 16:00 Uhr Denis Matignon (ISAE-SUPAERO, Toulouse) The partitioned finite element method for port-Hamiltonian systems: a structure-preserving discretization for boundary controlled wave and heat PDEs
Januar 31, 2024 16:00 Uhr Volker Mehrmann (TU Berlin) Port-Hamiltonian systems: algebraic, geometric and operator theoretic representations
January 17, 2024 17:00 Uhr Michael Günther and Nicole Marheineke Geometric numerical integration for pHS
January 17, 2024 16:15 Uhr Matthias Ehrhardt and Thomas Kruse Stochastic pHS and applications for optimal control
January 10, 2024 17:00 Uhr Matthias Ehrhardt and Kathrin Klamroth Port-Hamiltonian-informed neural networks
January 10, 2024 16:15 Uhr Hannes Gernandt and Timo Reis Generalised passivity based control of infinite-dimensional pHS
December 20, 2023 17:00 Uhr Balint Farkas and Birgit Jacob Operator splitting for infinite-dimensional pHS
December 20, 2023 16:15 Uhr Andreas Bartel and Manuel Schaller Goal-oriented MultiMate and dynamic iteration methods for pH-DAEs
December 13, 2023 17:00 Uhr Markus Clemens and Michael Günther Multi-coulped pH models for electromagnetic problems
December 13, 2023 16:15 Uhr Birgit Jacob and Timo Reis Infinite-dimensional differential-algebraic pHS
December 6, 2023 17:00 Uhr Kathrin Klamroth and Claudia Totzeck PHS for dynamic nonlinear network flow problems
December 6, 2023 16:15 Uhr Michael Günther and Peter Zaspel Structure-preserving data-driven modelling of pHS
November 29, 2023 17:00 Uhr Andreas Frommer and Karsten Kahl Exploiting coupling and Dirac structure for iterative linear solvers
November 29, 2023 16:15 Uhr Mathias Bolten and Paola Ferrari Linear solvers exploiting saddle point structure for pHS
November 22, 2023 17:00 Uhr Barbara Rüdiger and Antoine Tordeux Stochastic pH models for vehicle and pedestrian dynamics
November 22, 2023 16:15 Uhr Jochen Glück and Barbara Rüdiger Well-posedness and stability properties of pH-S(P)Des
November 15, 2023 17:00 Uhr Jochen Glück and Birgit Jacob Structural analysis of infinite-dimensional pHS with resistive ports
November 15, 2023 16:15 Uhr Birgit Jacob and Claudia Totzeck PH interacting particle systems: mean field limit and control
November 8, 2023 16:45 Uhr Matthias Bolten, Hanno Gottschalk and Kathrin Klamroth Port-Hamiltonian methods in multiopjective shape optimisation
November 8, 2023 16:00 Uhr Hannes Gernandt and Manuel Schaller Port-Hamiltonian methods for optimal control of large-scale systems

Sommersemester 2023

July 05, 2023 16:00 Uhr Anthony Hastir (Namur) Towards linear-quadratic optimal control for boundary controlled infinite-dimensional port-Hamiltonian systems: an example
June 21, 2023 16:00 Uhr Onur Tanil Doganay Optimal control for port-Hamiltonian systems and a new perspective on dynamic network flow problems
June 14, 2023 16:00 Uhr Andreas Frommer Port Hamiltonian Structure and Krylov Subspaces
June 07, 2023 16:00 Uhr Markus Clemens Discrete electromagnetic and thermal field formulations considered within the pHS framework
May 24, 2023 16:00 Uhr Kirsten Morris (U Waterloo) Exponential Decay Rate of Port-Hamiltonian Systems: Theory and Approximation
May 10, 2023 16:00 Uhr Merlin Schmitz Operator splitting based dynamic iteration for linear infinite-dimensional port-Hamiltonian systems

Wintersemester 2022/23

Mar 01, 2023: (ZOOM) Thomas Beckers (Vanderbilt University) Gaussian Process Port-Hamiltonian Systems: Bayesian Learning with Physics Prior
Feb 06, 2023 (Monday!) Hannes Gernandt (Fraunhofer IEG) On discrete time port-Hamiltonian systems
Feb 01, 2023 Malak Diab Operator Splitting for coupled field-circuit systems in pH Form
Jan 25, 2023 Andreas Bartel Multirate and dynamic iteration methods for simulating coupled PH-(P)DAE systems
Dec 20, 2022 (Tuesday!) Antoine Tordeux Modeling pedestrian dynamics with port-Hamiltonian systems
Dec 14, 2022 Manuel Schaller (TU Ilmenau) Singular optimal control of port-Hamiltonian systems with minimal energy supply
Nov 16, 2022 Jochen Glück Bond Graphen
Nov 02, 2022 Timo Reis (TU Ilmenau) Port-Hamiltonsche Formulierung partieller Differentialgleichungen mit und ohne Randsteuerung
Oct 26, 2022 Thomas Kruse Stochastic port-Hamiltonian systems

Sommersemester 2022

July 6, 2022 Karim Cherifi (TU Berlin) Data-driven port-Hamiltonian modeling as enabler for digital twins
June 29, 2022 Hannes Gernandt (TU Berlin) Perspectives in port-Hamiltonian modelling of energy systems
June 29, 2022 Nathanael Skrepek (Bergakademie Freiberg) Semi-uniform stability of Maxwell's equations
June 28, 2022 Andrea Brugnoli (U Twente) Improving multiphysics simulation through port-Hamiltonian system theory
June 28, 2022 Björn Liljegren Sailer (U Trier) Port-Hamiltonsche Diskretisierung und Modellreduktion
June 27, 2022 Benjamin Unger (U Stuttgart) Towards optimal surrogates for port-Hamiltonian systems - energy functionals and system norms
May 31, 2022 Michael Günther Symplektische Integratoren II
May 24, 2022 Michael Günther Symplektische Integratoren I
May 17, 2022 Birgit Jacob Einführung in port-Hamiltonsche Systeme III
May 10, 2022 Birgit Jacob Einführung in port-Hamiltonsche Systeme II
May 3, 2022 Birgit Jacob Einführung in port-Hamiltonsche Systeme