Nataf, F., Conen, L., Krause, R. & Dolean, V. (2014). A coarse space for heterogeneous Helmholtz problems based on the Dirichlet-to-Neumann operator. Journal of Computational and Applied Mathematics, 271, 83-99.[More][Digital version][Bibtex][RIS]
Time Series), ., editor. (2014). Statistical regression analysis of exceedances over a high threshold based on incomplete observation data.[More][Bibtex][RIS]
2013
Rollmann, G., Gottschalk, H., Krause, R. & Schmitz, S (2013). A PROBABILSTIC APPROACH TO LOW-CYCLE FATIGUE. In Proceedings of ASME Turbo Expo 2013.[More][Bibtex][RIS]
Terence J. O'Kane, M. A (2013). Low frequency variability in an coupled ocean-sea ice generalcirculation model of the Southern Ocean. In McCue, S., Moroney, T., Mallet, D. & Bunder, J. (editors), Proceedings of the 16th Biennial Computational Techniques andApplications Conference, CTAC-2012, pages C200-C216.[More][Digital version][Bibtex][RIS]
Groß, C., Krause, R. & Poletti, V (2013). A Numerical Remark on the Time Discretization of Contact Problems in Nonlinear Elasticity. In Cangiani, Andrea, Davidchack, L., R., Georgoulis, Emmanuil et al (editors), Numerical Mathematics and Advanced Applications 2011. Springer Berlin Heidelberg.[More][Digital version][Bibtex][RIS]
Kaiser, Olga, Horenko & Illia. (2013). On inference of statistical regression models for extreme events based on incomplete observation data. submitted to Communications in Applied Mathematics and Computational Science, .[More][Digital version][Bibtex][RIS]
H., G., G., R. & S., S (2013). A probabilistc approach to low-cycle fatigue. In ASME Turbo Expo 2013.[More][Bibtex][RIS]
Schädle, A. & Schmidt, F. (2013). Transparent boundary conditions based on the Pole Condition for time-dependent, two-dimensional problems. Numerical Methods for Partial Differential Equations, 29(4), 1367-1390.[More][Digital version][Bibtex][RIS]
T. J. O'Kean, M. C. (2013). Intrinsic and Forced Modes of Low Frequency Variability in Simulated Southern Ocean - Sea Ice Dynamics. to appear in Ocean Modelling, .[More][Bibtex][RIS]
Majda, A. & de Wiljes, J. (2013). An adaptive Markov chain Monte Carlo approach to time series clustering of processes with regime transition behavior. accepted for publication at SIAM Mult. Mod. Sim., .[More][Bibtex][RIS]
Dickopf, K. (2013). Analysis of a Lightweight Parallel Adaptive Scheme for the Solution of the Monodomain Equation, Institute of Computational Science, University of Lugano.[More][Bibtex][RIS]
2012
Veeser, A. (2012). An efficient and reliable residual-type a posteriori error estimator for the Signorini problem, Institute of Computational Science.[More][Bibtex][RIS]
Krause, Rolf, Walloth & Mirjam. (2012). Presentation and Comparison of Selected Algorithms for Dynamic Contact Based on the Newmark Scheme. Applied Numerical Mathematics, 62(10), 1393-1410.[More][Bibtex][RIS]
Meroni, A., Cantone, A., Ogushi, F., Filippi, M. D., Pasquali, P. & Vitulli, R (2012). Performance analysis of GPU-based SAR and Interferometric SAR image processing. In Proc. of the 4th Asia-Pacific Conference on Synthetic Aperture Radar (APSAR).[More][Bibtex][RIS]
Dickopf & Thomas. (2012). A note on the W$^1,p$-stability of piecewise linear interpolation, Institute of Computational Science, University of Lugano.[More][Bibtex][RIS]
Dickopf, Thomas, Krause & Rolf. (2012). Numerical study of the almost nested case in a multilevel method based on non-nested meshes, Institute of Computational Science, University of Lugano.[More][Bibtex][RIS]
H"ubner, H., Arnold, L., Winkel, M. & Gibbon, P. (2012). A massively parallel, multi-disciplinary Barnes-Hut tree code for extreme-scale N-body simulations. Computer Physics Communications, 183(4), 880-889.[More][Digital version][Bibtex][RIS]
Dickopf, Thomas, Krause & Rolf. (2012). Evaluating local approximations of the L$^2$-orthogonal projection between non-nested finite element spaces, Institute of Computational Science, University of Lugano.[More][Bibtex][RIS]
() (2012). Hybrid Space-Time Parallel Solution of Burgers' Equation. In Proceedings of the 21st International Conference on Domain Decomposition Methods.[More][Digital version][Bibtex][RIS]
Ruprecht, D., Emmett, M., Minion, M., Winkel, M., Gibbon., P., Krause, R. et al (2012). Integrating an N-body problem with SDC and PFASST.. In Proceedings of the 21st International Conference on Domain Decomposition Methods.[More][Digital version][Bibtex][RIS]