Fatemeh Mohammadi
PhD student
Research
- Time integrators; Runge-Kutta and multistep methods.
- Initialization of multistep methods.
- Adaptive construction of multistep methods.
- Strong stability preserving multistep methods.
- beta-blocking of nonstiff multistep solvers in the solution of index-2 DAE.
Teaching assistancy
Spring 2018
- Numerical Methods - Review and Training for Volvo Cars engineers
- Numerical analysis for computer scientists FMNF05
Fall 2017
- Numerical linear algebra FMNN01
- Numerical methods for differebtial equations FMNN10
- Computational mathematics with Python NUMA22
Spring 2016
- Computational mathematics with Python NUMA22
Fall 2015
- Numerical linear algebra FMNN01
- Numerical methods for differebtial equations FMNN10
Spring 2015
- Numerical analysis for computer scientists FMA011
Fall 2014
- Numerical linear algebra FMNN01
- Numerical methods for differential equations FMNN10
Spring 2014
- Numerical analysis for computer scientists FMA011
- Computational mathematics with Python NUMA22
Fall 2013
- Numerical linear algebra FMNN01
- Numerical methods for differential equations FMNN10
Publications
- Fatemeh Mohammadi, Carmen Arévalo, Claus Führer (2014). Restarting algorithms for simulation problems with discontinuities, Proceedings of the 10th International Modelica Conference; March 10-12; 2014; Lund; Sweden.
- Fatemeh Mohammadi, Carmen Arévalo, Claus Führer (2017). Runge--Kutta restarters for multistep methods in presenceof frequent discontinuities, Journal of Computational and Applied Mathematics; volume 316.
- Fatemeh Mohammadi, Carmen Arévalo, Claus Führer. Construction of adaptive strong stability preserving multistep methods, SIAM Journal of Numerical Analysis; December 2017, Submitted.
Sidansvarig: | 2018-03-13
