Currently Since August 2021, I am an Assistant Professor at the Mathematical Science
Group of AIMR (Advanced Institute for
Materials Research) at Tohoku University, Japan. The main
focus of my research is probability theory, specifically its applications to problems from mathematical
physics and material science.
Previously
Between November 2019 and June 2021, I was a postdoc hosted by David Croydon and Ryoki Fukushima at RIMS, Kyoto University, and at Tsukuba University. I was supported by the
JSPS Postdoctoral Fellowship for Research in Japan (Standard Programm).
I have written my PhD thesis supervised by Nina Gantert at TU Munich.
See here for a short CV (updated August 2023).
Research interests I mainly work on the following topics:
 The directed polymer model and first/last passage percolation.
 (Branching) random walks in random environment.
 Stochastic orders, in particular for the above processes.
 Oriented percolation.
 The random conductance model, and the Mott random walk in particular.
More broadly, I'm interested in the following areas:
 Statistical mechanics.
 Random matrices and integrable probability.
 Large deviation theory.
 Random walks on graphs and their resistance forms.
Papers and preprints
Submitted
 Local limit theorem for directed polymers beyond the L^2phase. 2023. (arXiv).
 Moment characterization of the weak disorder phase for directed polymers in a class of unbounded environments, with Ryoki Fukushima. 2023. (arXiv).
 Extremal regime for onedimensional Mott variablerange hopping, with David Croydon and Ryoki Fukushima. 2022. (arXiv).
 Fluctuations of partition functions of directed polymers in weak disorder beyond the L^2phase. 2022. (arXiv).
Accepted
 Anomalous scaling regime for onedimensional Mott variablerange hopping, with David Croydon and
Ryoki Fukushima. 2020. To appear in Annals of Applied Probability (arXiv, short video summary).
Published
 Stability of weak disorder phase for directed polymer with applications to limit theorems. ALEA Latin American Journal of Probability and Mathematical Statistics, 2023. (journal, arXiv).
 Number of paths in oriented percolation as zero temperature limit of directed polymer, with
Ryoki Fukushima. Probability Theory and Related Fields, 2022. (arXiv, short
video summary).
 New characterization of the weak disorder phase of directed polymers in bounded random environments. Communications in Mathematical Physics, 2022 (Journal, arXiv, accepted version (small correction in display (17))).
 On large deviation rate functions for a continuoustime directed polymer in weak disorder, with
Ryoki Fukushima. Electronic Communications of Probability, 2021(Journal,
arXiv).
 Comparison of partition functions in a spacetime random environment. Journal
of Statistical Physics, 2020. (Journal, arXiv).
 Zero temperature limit for the Brownian directed polymer among Poissonian disasters, with Ryoki
Fukushima. Annals of Applied Probability, 2019. (Journal, arXiv)
 A branching random walk among disasters, with Nina Gantert. Electronic
Journal of Probability, 2017. (Journal, arXiv)
 On the survival probability of a random walk in random environment with killing. ALEA Latin American Journal of Probability and Mathematical Statistics,
2014. (Journal, arXiv)
PhD Thesis
Teaching Experience I have been TA for various courses as a PhD student in Munich, see here for a list.
Contact

