Institut für Mathematik


Dr. Davide Torlo




R. Abgrall and D.T., 2020, Asymptotic preserving Deferred Correction Residual Distribution schemes ArXiv
D.T. and P. Öffner, 2020, Arbitrary high-order, conservative and positive preserving Patankar-type deferred correction schemes APNUM ArXiv
R. Crisovan, D. Torlo, R. Abgrall, S. Tokareva, 2019, Model order reduction for parametrized nonlinear hyperbolic problems as an application to Uncertainty Quantification Direct Science ArXiv
L. Venturi, D. Torlo, F. Ballarin, G. Rozza, 2019, Weighted reduced order methods for parametrized partial differential equations with random inputs ArXiv
D. Torlo, F. Ballarin, G. Rozza, 2018, Stabilized weighted reduced basis methods for parametrized advection dominated problems with random inputs SIAM JUQ ArXiv

Under revision
D. T., 2020, Model reduction for advection dominated hyperbolic problems in an ALE framework: offline and online phases. ArXiv
R. Abgrall and D.T., 2019, Some preliminary results on a kinetic scheme that has an Lattice Boltzmann method flavour ArXiv
M. Han Veiga, P. Öffner and D.T., 2020, DeC and ADER: Similarities, Differences and a Unified Framework. ArXiv