I am also teaching at the University of Applied Sciences Technikum Wien.
- Continuum mechanics, elasticity
- Calculus of variations
- Partial differential equations
- Global seismology, gravimetry
- Geophysical fluid dynamics
K. Brazda, M.V. de Hoop, and G. Hörmann.
Variational formulation of the earth’s elastic-gravitational deformations under low regularity conditions,
M. Sommer, K. Brazda, and M. Hantel.
Statistical mechanics for conservative discretizations of two-dimensional incompressible flow,
Meteorologische Zeitschrift 21 (4) 371-384, 2012.
M. Sommer, K. Brazda, and M. Hantel. Algebraic construction of a Nambu bracket for the two-dimensional vorticity equation, Physics Letters A 375 (37-2) 3310-3313, 2011.
R. Pašteka, F.P. Richter, R. Karcol, K. Brazda, and M. Hajach. Regularized derivatives of potential fields and their role in semi-automated interpretation methods, Geophysical Prospecting 57 (4) 507-516, 2009.
Master's thesis (mathematics; supervisor: Günther Hörmann): Variational solution of the elastic wave equation.
Doctoral thesis (geophysics; supervisor: Günther Hörmann): The elastic-gravitational equations in global seismology with low regularity.
Diploma thesis (geophysics; supervisor: Bruno Meurers):
Gravity field continuation and its regularization.
02/2018: Master (MSc.) in Mathematics, University of Vienna
09/2017: Doctorate (Dr.) in Geophysics, University of Vienna
01/2007: Diploma (Mag.) in Geophysics, University of Vienna
Since 03/2018: Research Assistant, University of Vienna, Faculty of Mathematics
Since 09/2015: Lecturer, University of Applied Sciences Technikum Wien, Department of Applied Mathematics and Physics
08/2014 - 12/2017: Adjunct Professor, Webster Vienna Private University, Department of Business and Management
03/2013 - 08/2014 & 10/2015 - 02/2018: Lecturer, University of Vienna, Faculty of Mathematics
01/2007 - 12/2012: Research Assistant, University of Vienna, Faculty of Mathematics
University of Vienna (Mathematics, Physics, Meteorology and Geophysics):
Problem sessions to Analysis for Physicists 1,
Problem sessions to Analysis for Physicists 2,
Problem sessions to Linear Algebra for Physicists,
Tutorials to Introduction to Analysis,
Lecture course: Theory of Seismic Waves,
Lecture course: Signal Analysis,
Problem sessions to Signal Analysis.
University of Applied Sciences Technikum Wien:
Lecture course: Mathematics 3 (Bachelor Mechatronics/Robotics).
Webster Vienna Private University:
Lecture course: MATH 1430 College Algebra (Bachelor Business/Management).
Last update: 10/2018