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Research Areas
- (Localized) model order reduction
- Multiscale methods
- Domain decomposition methods
Education
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- MSc. Mathematics with Minor in Economics
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- BSc. Mathematics with Minor in Business Administration
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Teaching
- Übung: Tutorial Applied Functional Analysis [102400]
(in cooperation with Prof. Dr. Mario Ohlberger, Hendrik Kleikamp)[ - | | wöchentlich | Mi. | Julia Schleuß]
[ - | | wöchentlich | Mi. | Julia Schleuß]
[ - | | wöchentlich | Mi. | Julia Schleuß]
[ | wöchentlich | Mo. | SRZ 203 | Julia Schleuß] - Praktikum: Non-linear modelling in the natural sciences [102396]
(in cooperation with Prof. Dr. Andreas Heuer, Prof. Dr. Christian Engwer, Priv.-Doz. Svetlana Gurevich, Lukas Renelt, Prof. Dr. Mario Ohlberger, Prof. Dr. André Schlichting)
[ - | M A 401 (SR 4) | Prof. Dr. Andreas Heuer]
[SRZ 205 | Prof. Dr. Andreas Heuer]
- Vorlesung: Numerics for partial differential equations [100384]
(in cooperation with Dr. Stephan Rave, Gunnar Birke)
- Praktikum: Non-linear modelling in the natural sciences [106351]
(in cooperation with Prof. Dr. Christian Engwer, Priv.-Doz. Svetlana Gurevich, Lukas Renelt, Prof. Dr. Mario Ohlberger, Hendrik Kleikamp, Prof. Dr. André Schlichting, Prof. Dr. Andreas Heuer)
- Praktikum: Non-linear modelling in the natural sciences [104437]
(in cooperation with Prof. Dr. Andreas Heuer, Prof. Dr. Christian Engwer, Priv.-Doz. Svetlana Gurevich, Lukas Renelt, Prof. Dr. Mario Ohlberger)
- Übung: Tutorial Applied Functional Analysis [102400]
Publications
- . . ‘Optimal local approximation spaces for parabolic problems.’ Multiscale Model. Simul. 20, No. 1: 551–582. doi: 10.1137/20M1384294.
- . . ‘Randomized quasi-optimal local approximation spaces in time.’ arXiv 2022. [submitted / under review]
- . . Optimal local approximation spaces for parabolic problems (Master's thesis).