Postdoctoral Scholar
mlicht ATSIGN ccom DOT ucsd DOT edu Mail Address: Department of Mathematics The University of California, San Diego 9500 Gilman Dr, # 0112 La Jolla, CA 92093 USA 
01/2014  06/2017 
PhD in Mathematics, University of Oslo. Thesis: On the A Priori and A Posteriori Error Analysis in Finite Element Exterior Calculus. [Download] [Thesis Abstract] 
10/2006  12/2013 
Diplom (Master's degree) in Computer Science, University of Bonn. Diplom thesis: Smoothed Analysis of Linear Programming. [Download] Final grade: "sehr gut". 
10/2006  08/2012 
Diplom (Master's degree) in Mathematics, University of Bonn. Diplom thesis: Discrete distributional differential forms and their applications. Final grade: "sehr gut". 
07/2018  08/2018  MicroMBA, Rady School of Management, UCSD. 
01/2021  06/2021  Postdoctoral Scholar, UC San Diego, USA. 
09/2020  12/2020 
Postdoctoral Scholar, ICERM, Brown University, Providence, USA
Program Advances in Computational Relativity 
07/2019  12/2019 
Visitor at Isaac Newton Institute, University of Cambridge, UK.
Program Geometry, compatibility and structure preservation in computational differential equations 
07/2017  06/2020  S.E.W Visiting Assistant Professor, UC San Diego, USA. 
09/2015  05/2016  Visiting Research Scholar, University of Minnesota. 
06/2010  09/2010 
Visiting Scholar, Jülich Supercomputing Centre. Domain Distribution for parallel Modeling of Root Water Uptake. Proceedings 2010, JSC Guest Student Programme on Scientific Computing, 2010. [Link] 


Discrete harmonic vector fields on an anulus,
computed with a lowestorder Nedéléc method.
Once with tangential boundary condition (left),
then with normal boundary conditions (right).




Discrete harmonic vector fields on a square subject to mixed boundary conditions:
we impose tangential boundary conditions along the middle parts of the four boundary faces
and normal boundary conditions near the corners.
