Martin Huber is a PhD student at the EPFL in the chair of computational mathematics and numerical analysis (ANMC). In April 2011, he finished his MSc in Mathematics at the University of Zurich under the supervision of Prof. S. Sauter.
Teaching Assistant at the University of Zurich.
- Computational methods for multiscale problems from science and engineering.
- Numerical analysis of multiscale methods.
(Complete list of publications available here)
A. Abdulle and M. E. Huber. Discontinuous Galerkin finite element heterogeneous multiscale method for advection-diffusion problems with multiple scales, in Numerische Mathematik, vol. 126, num. 4, p. 589-633, 2014.
A. Abdulle, M. E. Huber and G. Vilmart. Linearized numerical homogenization method for nonlinear monotone parabolic multiscale problems, submitted to publication, 2014.