Very Short Bio:
I am currently a postdoc at the University of Hamburg.
Before that I was a postdoctoral fellow at the Max Planck Institute for Mathematics in Bonn.
Before that I was a PhD student in mathematics of Ingo Runkel at the University of Hamburg and was funded by the
Research Training Group 1670 "Mathematics Inspired by String Theory and QFT".
Even before that I was a MSc student in mathematical physics at the University of Hamburg and
before that a BSc student in physics at the Budapest University of Technology.
You can find my detailed CV here.
You can find my research plan here.
- low dimensional quantum field theories
- in particular: topological, volume-dependent and conformal quantum field theories
- monoidal categories, (defect) bicategories
- moduli spaces of (r-spin) surfaces
- fully extended topological field theories
On Invertible 2-dimensional Framed and r-Spin Topological Field Theories
Symmetry Defects and Orbifolds of Two-dimensional Yang-Mills Theory (with Lukas Müller and Richard J. Szabo)
Area-Dependent Quantum Field Theory with Defects (with Ingo Runkel)
Topological Field Theory on r-Spin Surfaces and the Arf Invariant
(with Ingo Runkel)
An efficient linear-scaling CCSD(T) method based on local natural orbitals
(with I. Ladjánszki, B. Ladóczki, M. Kállay, Z. Rolik)
J. Chem. Phys. 139. 094105 (2013)
State-Sum Construction of Two-Dimensional Functorial Field Theories, 2018, University of Hamburg,
available at: http://ediss.sub.uni-hamburg.de/volltexte/2018/9321/
Area Dependent Quantum Field Theories, 2015, University of Hamburg, available here
Organized Seminars and Events:
PhD Seminar WS2017 (together with Sebastian Heller)
PhD Seminar WS2016
RTG 1670 Alumni Event
Tutorials in "Mathematics II for Geophysics/Oceanology, Meteorology, Physics and Computing in Science students" (in German), University of Hamburg, 2019 summer term
Tutorials in Introductory Physics Course, Budapest University of Technology, 2012 Winter term