PD Dr. Kersten Schmidt
Contact
kschmidt@mathematik.tu-...
work +49 6151 16-23166
fax +49 6151 16-23164
Work
S4|10 112a
Dolivostraße 15
64293
Darmstadt
Links
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Winter term 2022/2023
Computational Electromagnetics (04-10-0611-vu)
- Lecture for Students of Mathematics (BSc/MSc), Electrical engineering and Information technology (BSc/MSc), other fields of engineering and for doctoral students
- Moodle Course: Link
Mathematics I for ET (04-00-0126-vu)
- Lecture for students of Electrical engineering and Information technology (BSc), Mechatronics (BSc), Informations Systems Technology (BSc), Business Administration/Industrial Engineering (BSc), Biomedical Engineering (BSc), Applied Mechanics (BSc)
- Moodle Course: Link
Scientific Writing and Presentation in Mathematics (04-00-0146-ku)
- Lecture for students of Mathematics (BSc)
- Moodle Course: Link
Summer term 2022
Numerical Mathematics for MB (04-00-0077-vu)
- Lecture for students of Mechanical Engineering (BSc)
- Moodle Course: Link
Scientific Writing and Presentation in Mathematics
- Lecture for students of Mathematics (BSc)
- Moodle Course: Link
Winter term 2021/22
Mathematics III for ET (04-00-0127-vu)
- Lecture for students of Electrical engineering and Information technology (BSc), Mechatronics (BSc), Informations Systems Technology (BSc), Business Administration/Industrial Engineering (BSc), Biomedical Engineering (BSc), Applied Mechanics (BSc)
- Moodle Course: Link
Scientific Writing and Presentation in Mathematics
- Lecture for students of Mathematics (BSc)
- Moodle Course: Link
Summer term 2021
Computational Electromagnetics (04-10-0550-vu)
- Lecture for students of Mathematics (MSc), Computatonal Engineering (MSc), Electrical engineering and Information technology (MSc)
- Moodle Course: Link
Partial differential equations: classical methods (04-00-0153-vu)
- Lecture for students of Computional Engineering (BSc), Mathematics (BSc)
- Moodle Course: Link
Mathematics II for ET
- Lecture for students of Electrical engineering and Information technology (BSc), Mechatronics (BSc), Informations Systems Technology (BSc), Business Administration/Industrial Engineering (BSc), Biomedical Engineering (BSc), Applied Mechanics (BSc)
- Moodle Course: Link
Finite Element Exterior Calculus
- Seminar for students of Mathematics (MSc), with Prof. Dr. Herbert Egger
Scientific Writing and Presentation in Mathematics
- Lecture for students of Mathematics (BSc)
- Moodle Course: Link
Winter term 2020/21
Mathematics I for ET (04-00-0126-vu)
- Lecture for students of Electrical engineering and Information technology (BSc), Mechatronics (BSc), Informations Systems Technology (BSc), Business Administration/Industrial Engineering (BSc), Biomedical Engineering (BSc), Applied Mechanics (BSc)
- Moodle Course: Link
Ordinary differential equations (04-00-0054-vu)
- Lecture for students of Mathematics (BSc), Physics (BSc) and Applied Mechanics (BSc).
- Moodle Course: Link
Analysis and Numerics of Singularly Perturbed Problems
- Lecture for students of Mathematics (MSc)
- Moodle Course: Link
Scientific Writing and Presentation in Mathematics
- Lecture for students of Mathematics (BSc)
- Moodle Course: Link
Summer term 2020
Partial differential equations: classical methods (04-00-0153-vu)
- Lecture for students of Computional Engineering (BSc), Mathematics (BSc)
- Moodle Course: Link
Numerical Mathematics for MB (04-00-0077-vu)
- Lecture for students of Mechanical Engineering (BSc), Wirtschaftsingenieurwesen MB (BSc)
- Moodle Course: Link
Winter term 2019/20
Mathematics III for ET (04-00-0127-vu)
- Lecture for students of Electrical engineering and Information technology (BSc), Mechatronics (BSc), Informations Systems Technology (BSc), Business Administration/Industrial Engineering (BSc), Biomedical Engineering (BSc), Applied Mechanics (BSc)
Mathematics II for MB
- Lecture for Students of Mechanical Engineering (BSc)
Summer term 2019
Computational Electromagnetism
- Lecture for Students of Mathematics (BSc/MSc), Electrical engineering and Information technology (BSc/MSc), other fields of engineering and for doctoral students
Mathematics II for ET
- Lecture for students of Electrical engineering and Information technology (BSc), Mechatronics (BSc), Informations Systems Technology (BSc), Business Administration/Industrial Engineering (BSc), Biomedical Engineering (BSc), Applied Mechanics (BSc)
Scientific Writing and Presentation in Mathematics (04-00-0146-ku)
- Lecture for students of Mathematics (BSc)
Winter term 2018/2019
Mathematics I for ET (04-00-0126-vu)
- Lecture for students of Electrical engineering and Information technology (BSc), Mechatronics (BSc), Informations Systems Technology (BSc), Business Administration/Industrial Engineering (BSc), Biomedical Engineering (BSc), Applied Mechanics (BSc)
- Moodle Course: Link
Mathematics III for ET (04-00-0127-vu)
- Lecture for students of Electrical engineering and Information technology (BSc), Mechatronics (BSc), Informations Systems Technology (BSc), Business Administration/Industrial Engineering (BSc), Applied Mechanics (BSc)
- Moodle Course: Link
Scientific Writing and Presentation in Mathematics (04-00-0146-ku)
- Lecture for students of Mathematics (BSc)
- Moodle Course: Link
Summer term 2018
Analysis and Numerics of Singularly Perturbed Problems (04-10-0550-vu)
- Lecture for students of Mathematics (BSc/MSc), of engineering disciplines and doctoral students
- Moodle Course: Link
Numerical Mathematics for MB (04-00-0077-vu)
- Lecture for students of Mechanical Engineering (Bsc)
- Moodle Course: Link
Proseminar “Mathematical Modelling in biology”
- Moodle Course: Link
Winter term 2017/18
Mathematics III for ET (04-00-0127-vu)
- Lecture for students of Electrcal Engineering and Information Technology (BSc), Mechatronics (BSc), Information System Technics (BSc), Business Administration/Industrial Engineering ETIT (BSc), Applied Mechanics (BSc)
- Moodle Course: Link
Prospective Geometry
- Lecture for students of Civil Engineering (BSc)
Scientific Writing and Presentation in Mathematics (04-00-0146-ku)
- Lecture for students of Mathematics (BSc)
- Moodle Course: Link
Proseminar Mathematical Modelling in Biology
- Moodle Course: Link
Higher Education
1995 Abitur, Goethegymasium Ilmenau
2002 Diplom in Technical Physics, TU Ilmenau
2008 PhD in Applied Mathematics, ETH Zurich
2018 Habilitation in Mathematics, TU Berlin
Academic Career
2002-2008 Research assistent, Seminar for Angewandte Mathematik, ETH Zurich
2008-2009 PostDoc Hausdorff-Center for Mathematics, Universität Bonn
2009-2011 PostDoc Team “POEMS”, INRIA Paris-Rocquencourt
2011-2017 Head of a Matheon junior research group, TU Berlin
2016-2017 Associate Professor (not tenured) “Numerical Mathematics and Scientific Computing”, BTU Cottbus-Senftenberg
since 2017 Lecturer, Department of Mathematics, TU Darmstadt