Mathematics Münster

Get an insight into the research of six new postdoctoral researchers of Mathematics Münster. In short scientific presentations Gayrat Toshpulatov, Dario Reggiani, Francesco Deangelis, Floris Vermeulen, Ioannis Zachos and Sam Shepherd will introduce their topics. The talks take place within the Colloquium Wilhelm Killing on 10 April 2025 at 2:15 pm in SRZ 216/217.

This is a series of meetings, with the aim of bringing together the geometric group theorists, topologists, and geometers in the North-Rhine Westphalia region of Germany.

Both, non-reciprocity and mass conservation, have far reaching generic consequences for the universal dynamical behaviour of the concerned wide range of non-equilibrium systems. Results of many particular approaches to the mathematical modelling of such systems have shown that classical concepts of nonlinear and statistical physics, such as phase transitions, need to be reconsidered and developed further.

This spring school is devoted to several topics in probability theory, like point processes, interacting particle systems, random graphs and stochastic geometry, related by the common theme "Random Discrete Structures". The schedule will consist of three mini-courses as well as the number of short talks. We stress that attendance is of course open to everyone.

Whether in the management of claims adjustment, IT security, or customer base forecasting – mathematics can solve many business-related issues. Practical examples were provided last week at the event "Mathematics meets Business", organised by our Cluster of Excellence Mathematics Münster and the IHK Nord Westfalen. Early-career researchers from the MMGS met with business representatives to develop practical solutions for specific challenges. [de]

In the second episode of Postdoc Paper Talk, Dr. Ksenia Fedosova discusses her recently published paper "Convolution identities for divisor sums and modular forms" in PNAS with Prof. Dr. Christopher Deninger. Ksenia Fedosova works at the intersection of global analysis, number theory, and mathematical physics.