M. Sc. Mehmet-Emin Erbay
Positionsbeschreibung
Scientific employee since 04.2022
Team
Workgroup Functionalanalysis
Faculty of Mathematics und Natural Sciences
Research Programs
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Institute of Mathematical Modelling, Analysis and Computational Mathematics (IMACM)
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Port-Hamiltonian Systems: Modeling, Numerics and Control (French-Dutch-German Doctoral College)
Publications
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Erbay, M., Jacob, B., Morris, K., Reis, T., & Tischendorf, C. (2024). Index Concepts for Linear Differential-Algebraic Equations in Infinite Dimensions.
DAE Panel, 2. https://www.tib-op.org/ojs/index.php/dae-p/article/view/2514 -
Erbay, M., Jacob, B., Morris, K. (2024). On the Weierstraß form of infinite-dimensional differential algebraic equations.
Journal of Evolution Equations, 24 (73). https://link.springer.com/article/10.1007/s00028-024-01003-3
Conferences & Presentations
- 10.2024 - Doctoral College: "Port-Hamiltonian Systems: Modeling, Numerics and Control“, Twente, Netherlands
- 08.2024 - 26th International Symposium on Mathematical Theory of Networks and Systems, Cambridge, United Kingdom
Contributed Talk: On the Weierstraß form of infinite dimensional differential algebraic equations. - 05.2024 - GAMM Activity Group Applied Operator Theory and the Bremen-Hamburg-Kiel-Oldenburg Seminar, Hamburg, Germany,
Contributed Talk: Solvability of infinite-dimensional port-Hamiltonian DAEs - 03.2024 - Doctoral College: "Port-Hamiltonian Systems: Modeling, Numerics and Control“, Toulouse, France
Contributed Talk: Solvability of infinite-dimensional port-Hamiltonian DAEs. - 04.2023 - Differential-Algebraic Equations and Operator Pencils Workshop, Banff, Canada.
- 03.2023 - Doctoral College: "Port-Hamiltonian Systems: Modeling, Numerics and Control“, Wuppertal, Germany.
Contributed Talk: Infinite-dimensional port-Hamiltonian DAEs. - 11.2022 - Doctoral College: ”Port-Hamiltonian Systems: Modeling, Numerics and Control“, Besançon, France.
- 06.2022 - 25th Internet Seminar ”Spectral Theory for Operators and Semigroups“, Salerno, Italy.
Contributed Project: Semi-uniform Stability for Bounded Semigroups. - 03.2022 - Spring School on Theory and Applications of Port-Hamiltonian Systems, Fraueninsel, Chiemsee, Germany.
- 11.2021 - Seminar, Alfréd Rényi Institute of Mathematic, Budapest, Hungary.
Contributed Talk: Discrete Approximation of Unbounded Operators and Approximation of their Spectra. - 08.2021 - International Workshop on Operator Theory and its Applications, Lancaster, United Kingdom (Online due to Covid).
- 07.2021 - 24th Internet Seminar ”C∗-algebras and dynamics“, (Online due to Covid).
Contributed Project: The Calkin algebra. - 07.2020 - 23rd Internet Seminar ”Evolutionary Equation“, Bundeshöhe, Wuppertal, Germany (Online due to Covid).
Contributed Project: Semigroups and Evolutionary Equations.
Research Stays
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09.2024-12.2024 - University of Waterloo, Canada, supervised by Prof. Dr. Kirsten Morris. This stay was partly funded by the NSERC (Canada).
Contributed Talk: Weierstraß form and port-Hamiltonian DAEs.
zuletzt bearbeitet am: 18.12.2024