Dr. Laura Scarabosio
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Name :
| Laura Scarabosio
| |
| Adresse : | M2 - Zentrum Mathematik | |
| | Boltzmannstraße 3 | |
| | 85748 Garching
| |
Zimmer :
| 03.10.060
| |
| Telefon : | +49 89 289 17162 | |
| Email : | scarabos(at)ma.tum.de | |
| Office hours : | by arrangement. | |
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Research interests
- Shape uncertainty quantification.
- Uncertainty quantification for Helmholtz transmission problems.
- Multilevel Monte Carlo, high-order quadrature methods for high-dimensional problems.
- Goal-oriented a posteriori error estimators, model-based Multilevel Monte Carlo.
- Applications of uncertainty quantification to biological models.
Publications
- U. Khristenko, L. Scarabosio, P. Swierczynski, E. Ullmann, B. Wohlmuth, Analysis of boundary effects on PDE-based sampling of Whittle-Matérn random fields , accepted in SIAM/ASA Journal on Uncertainty Quantification. Link to preprint .
- L. Scarabosio, Multilevel Monte Carlo on a high-dimensional parameter space for transmission problems with geometric uncertainties , accepted in International Journal for Uncertainty Quantification. Link to preprint .
- L. Scarabosio, B. Wohlmuth, J. T. Oden, D. Faghihi, Goal-Oriented Adaptive Modeling of Random Heterogeneous Media and Model-Based Multilevel Monte Carlo Methods , accepted in Computers & Mathematics with Applications. Link to preprint.
- R. Hiptmair, L. Scarabosio, C. Schillings, Ch. Schwab, Large Deformation Shape Uncertainty Quantification in Acoustic Scattering , Adv. Comput. Math. (2018), 44(5), 1475-1518. Link.
- E. A. B. F. Lima, J. T. Oden, B. Wohlmuth, A. Shamoradi, D. A. Hormuth II, T. E. Yankeelov, L. Scarabosio, T. Horger, Selection and Validation of Predictive Models of Radiation Effects on Tumor Growth Based on Noninvasive Imaging Data, Computer methods in applied mechanics and engineering 327 (2017): 277-305. Link.
- A. Paganini, L. Scarabosio, R. Hiptmair, I. Tsukerman, Trefftz Approximations: A New Framework for Nonreflecting Boundary Conditions, IEEE Transactions on Magnetics 52.3 (2016): 1-4. Link.
Doctoral thesis
Shape uncertainty quantification for scattering transmission problems (2016).
Link.
Teaching
Link to Einführung in die Programmierung (Summer Semester 2017).
