Martin Werner Licht
EPFL SB MATH MATH-GE
MA A1 364 (Bâtiment MA)
Station 8
CH-1015 Lausanne
Web site: Web site: https://math.epfl.ch/
Fields of expertise
>>> You find my personal website at https://martinlicht.github.io <<<
I am a scientist and instructor at EPFL in the Department of Mathematics. Before coming to Lausanne, I have been in San Diego as a Visiting Assistant Professor from 2017-2021
I received my PhD at the University of Oslo, Norway, in 2017. Before, I double-majored in Computer Science and Mathematics at the University of Bonn.
I was a scientific visitor at the University of Minnesota in 2015-2016, at Cambridge University in 2019, and at Brown University in 2020.
My expertise is the theory of numerical simulations, in particular electromagnetism and general relativity.
I am a scientist and instructor at EPFL in the Department of Mathematics. Before coming to Lausanne, I have been in San Diego as a Visiting Assistant Professor from 2017-2021
I received my PhD at the University of Oslo, Norway, in 2017. Before, I double-majored in Computer Science and Mathematics at the University of Bonn.
I was a scientific visitor at the University of Minnesota in 2015-2016, at Cambridge University in 2019, and at Brown University in 2020.
My expertise is the theory of numerical simulations, in particular electromagnetism and general relativity.
PUBLICATIONS
- Complexes of Discrete Distributional Differential Forms and their Homology Theory. Found Comput Math (2017) 17: 1085-1122.
- Smoothed Projections over Weakly Lipschitz Domains. Math. Comp. 88 (315), 2019, 179-210.
- Smoothed Projections and Mixed Boundary Conditions. Math. Comp. 88 (316), 2019, 607-635.
- Poincaré-Friedrichs Inequalities of Complexes of Discrete Distributional Differential Forms. with Snorre H. Christiansen. Bit Numer Math 60, 2019, 345-371.
- A divergence-conforming finite element method for the surface Stokes equation. with Andrea Bonito and Alan Demlow. SIAM J. Numer. Anal., 58(5), 2020, 2764–2798.
- Ph.D. in Mathematics, University of Oslo, Norway, 2014-2017
- Diplom (corresp. Master's) in Computer Science, University of Bonn, Germany, 2006-2013
- Diplom (corresp. Master's) in Mathematics, University of Bonn, Germany, 2006-2012
Teaching & PhD
Teaching
Mathematics
Courses
Numerical approximation of PDEs
The course is about the derivation, theoretical analysis and implementation of the finite element method for the numerical approximation of partial differential equations in one and two space dimensions.