Short Bio
- Assistant Professor (non-tenured) at Graz University of Technology (2019 - Present)
- Postdoctoral Researcher at University of Hamburg (2014 - 2019)
- Supported for 2 years as a Research Fellow of the Alexander von Humboldt Foundation
- Habilitated in 2020
- Student at University of Cambridge (2006 - 2014)
- Studied for BA/MA, MMath and PhD in Mathematics
- Recepient of Junior, Senior and Research Scholarship
Selected Publications
(With
M. Anastos,
S. Diskin,
L. Lichev,
M. Kang and
M. Krivelevich) Nearly spanning cycle in the percolated hypercube, submitted (arXiv). (With
M. Anastos,
M. Kang and
V. Pfenninger) The law of the circumference of sparse binomial random graphs, submitted (arXiv). (With
S. Diskin,
M. Kang and
M. Krivelevich) Isoperimetric inequalities and supercritical percolation on high-dimensional product graphs, Combinatorica, Volume 44, 2024. -
(With
B. Barber,
P. Keevash and
A. Roberts) Isoperimetric stability in lattices, Proceedings of the American Mathematical Society, Volume 151, 2023.
(With
M. Kang and
M. Krivelevich) Expansion in supercritical random subgraphs of the hypercube and its consequences, Annals of Probability, Volume 51, Issue 1, 2023. (With N. Bowler,
C. Elbracht,
J. P. Gollin,
K. Heuer,
M. Pitz and
M. Teegen) Topological ubiquity of trees, Journal of Combinatorial Theory, Series B, Volume 157, 2022. -
(With J. P. Gollin,
A. Joó,
P. Knappe and
M. Pitz) Base partition for finitary-cofinitary matroid families, Combinatorica, Volume 41, 2021 .
(with
B. Barber)
Isoperimetry in integer lattices, Discrete Analysis, Volume 7, 2018. A unified treatment of linked and lean tree-decompositions, Journal of Combinatorial Theory, Series B, Volume 130, 2018. (with
N. Bowler,
P. Heinig,
F. Lehner and
M. Pitz)
A counterexample to the reconstruction conjecture for locally finite trees, The Bulletin of the London Mathematical Society, Volume 49, Issue 4, 2017.
Links
last modified 09 May 2025
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