Presentations
43rd Conference on Stochastic Processes and their Applications, Lisbon, July 27, 2023, "Linear spread and explosion for a continuous-time frog model"
German Probability and Statistics Days Conference, Essen, March 7, 2023, 12:25, "Brownian swarm with random replacement"
German Probability and Statistics Days Conference, Essen, March 7, 2023, 11:10, "Maximal displacement of branching Random walk in dimension d \geq 2 "
Workshop: Branching and Interacting Particle Systems, Mainz, February 27, 2023, "Maximal displacement of multidimensional radially symmetric branching random walk."
Seminar in Probability, Munich, July 25, 2022, "Continuous-time frog model: linear spread and explosion."
Oberseminar on Stochastic Processes. University of Göttingen, June 2, 2021, “Linear and superlinear spread in two classes of spatial stochastic models”
Combinatorial Group Seminar, Prague, February 11, 2020, "Stochastic growth models: asymptotic shape and growth rate"
Seminar Theory of Markov Semigroups and Schrödinger Operators, Wrocław, January 24, 2020, “Stochastic growth models”
ZiF Cooperation group Multiscale Modelling of Tumour Initiation, Growth and Progression: From Gene Regulation to Evolutionary Dynamics, Bielefeld, October 20, 2016, “Asymptotic shape for continuous space birth processes”
The University of Trento Dipartimento di Matematica seminar, Trento, June 29, 2016, “Asymptotic shape for continuous space birth processes”
Computational Biology group seminar, ETH Zürich, Basel, April 6, 2016, “Stochastic particle systems”
China Germany conference on stochastic analysis, Hefei, September 22-27, 2014 “Stochastic equation on the lattice”
Doktorandentreffen Stochastik, Halle, August 06-08, 2014, “Birth-and-Death Markov Processes on Configuration Spaces”
Stochastics and infinite dimensional analysis, Kiev, December 23-25, 2013, “Birth and death evolutions on space of finite configurations”
IGK workshop Stochastics and Real World Models, Bielefeld, July 15-19, 2013, presentation “Birth and death Markov evolutions in configuration spaces”