Münster Research Fellows

With the guest professor programme "Münster Research Fellows", our investigators invite distinguished mathematicians to a long-term stay in Münster. In this way we promote the exchange between researchers - beyond the borders of Mathematics Münster. The following outstanding researchers have already become Münster Research Fellows or will soon spend a longer period of time with us in Münster.

List of future Münster Research Fellows

Thomas Leblén MRF
© MM/vl

Thomas Leblé

February and March 2024

We welcome Dr. Thomas Leblé (Université de Paris Cité) as a Münster Research Fellow. He is a promising mathematician in probability theory and mathematical physics. He is particularly known for his work on Coulomb and Riesz gases establishing large deviation principles, fluctuation results as well as rigidity and hyperuniformity properties.

© MM/Mario Ohlberger

Martin J. Gander

October and December 2023

We are pleased that Martin J. Gander (University of Geneva) joins us as Münster Research Fellow. His research focuses on developing and analyzing numerical algorithms for solving partial differential equations, particularly in the context of high-performance computing. He has made significant contributions to areas such as domain decomposition methods and parallel algorithms for large-scale simulations.

© MM/vl

George Willis

September 2023 to September 2024

We are honoured that Prof. Dr. George Willis (University of Newcastle, Australia) joins our Cluster as Münster Research Fellow. He is an outstanding researcher, who has essentially single-handedly revolutionized the subject of totally disconnected locally compact (t.d.l.c) groups. In 2023 he was awarded the Humboldt Research Award for his stay in Münster. He regularly visits Mathematics Münster for research stays.

© MM/vl

Duong H. Phong

July to August 2023

We welcome Prof. Dr. Duong H. Phong (Columbia University) as a Münster Research Fellow. He is known for his research on complex analysis, partial differential equations, string theory and complex geometry. Some of his best-known results are the Fefferman-Phong theorem on the spectral counting function of subelliptic differential operators and the D'Hoker-Phong formula for determinants of Laplacians on hyperbolic Riemann surfaces.

© MM/vl

Ilijas Farah

June to July 2023

We welcome Prof. Dr. Ilijas Farah (York University, Toronto) as a Münster Research Fellow. He is a world leading expert working on the interface of set theory, model theory, and operator algebras. His research work spans an extremely broad range of topics in set theory, model theory, operator algebras and their interactions.

© MM/vl

Alcides Buss

February to December 2023

We welcome Prof. Dr. Alcides Buss (Universidade Federal de Santa Catarina, Brazil) as a Münster Research Fellow. He is an excellent researcher in the field of Operator Algebras. There is a long standing collaboration with researchers in Münster which lead to twelve joint publications/preprints. Among these are important publications about exotic crossed products and amenability of group actions on operator algebras.

© MM/Melina Aggelidakis

Kyungkeun Kang

July 2022 to July 2023

We are pleased that Prof. Dr. Kyungkeun Kang (Yonsei University) joins us as a Münster Research Fellow. His main research areas are Navier-Stokes equations, cross-diffusion systems and geometric maps. He is full professor at Yonsei University (Seoul, South Korea), one of the three most prestigious institutions in the country. Long-term collaborations with Kyungkeun Kang have existed since the Cluster start in 2019. He regularly visits Münster for research stays.

© MM/vl

Oleksandr Iksanov

March to April 2023

We welcome Prof. Dr. Oleksandr Iksanov (Taras Shevchenko National University of Kyiv) as a Münster Research Fellow. He is one of the most prolific and distinguished probabilists in Ukraine. His research focuses on problems related to random discrete structures with applications to stochastic processes, combinatorics and number theory.

© MM/vl

Grigor Sargsyan

November 2022

Prof. Dr. Grigor Sargsyan (Mathematics Institute of the Polish Academy of Sciences) joined our Cluster as a Münster Research Fellow. Over the last one and a half decades, he has been one of the leading researchers in the area of analyzing HOD of determinacy models, hod mice, and the core model induction.

© MM/vl

Masanori Morishita

July to August 2022

Prof. Dr. Masanori Morishita (Kyushu University, Japan) visited us as a Münster Research Fellow. He is the leading authority in the field of Arithmetic Topology founded by Yuri Manin and Barry Mazur, which explores analogies between number theory and 3-dimensional topology. His Springer book "Knots and Primes" is the standard reference in the field.

© MM/vl

Kilian Raschel

July 2022

Prof. Dr. Kilian Raschel (CNRS, Université d'Angers) joined our Cluster as a Münster Research Fellow for the second time. He works on the connections between combinatorics and probability, a principal topic being random walks in cones seen from a combinatorial and a probabilistic point of view.

© MM/vl

Menachem Magidor

June 2022

We are honoured that Prof. Menachem Magidor (Hebrew University) visited our Cluster as a Münster Research Fellow. He is one of the most prominent set theorists and produced breakthrough results on cardinal arithmetic, on forcing axioms, on inner model theory, on various types of ideals and combinatorial principles, but also in the theory of uncountable abelian groups and generalized logics. In addition to his work in pure logic and set theory he made contributions to the applications of logic to computer science.

© MM/vl

Rustum Choksi

April to May 2022

Prof. Dr. Rustum Choksi (McGill University) stayed at our Cluster as a Münster Research Fellow. He is a leading figure in the applied calculus of variations with contributions from mathematical materials science all the way to mathematical image processing.

Claude Warnick
© MM/vl

Claude Warnick

October to December 2021

Dr. Claude Warnick (University of Cambridge) joined our Cluster as Münster Research Fellow. He studies non-linear partial differential equations, specifically the Einstein equations of general relativity. He is mainly known for his papers on asymptotically anti-de Sitter space times and developing a rigorous theory of quasinormal modes for a large class of black hole spacetimes.

© MM/vl

Nadia Larsen

September to November 2021

We were delighted to welcome Prof. Nadia Larsen (University of Oslo) as a Münster Research Fellow. She is a highly renowned expert in operator algebras, in particular in semigroup C*-algebras and their equilibrium states.

© privat

Kilian Raschel

July 2021

Dr. Kilian Raschel (CNRS, Université de Tours and Université d'Orléans) joined our Cluster as a Münster Research Fellow. He works on the connections between combinatorics and probability, a principal topic being random walks in cones seen from a combinatorial and a probabilistic point of view.

Ambrus Pál
© MM/vl

Ambrus Pál

June to July 2021

Prof. Dr. Ambrus Pál (Imperial College London) joined Mathematics Münster as a Münster Research Fellow. He is an international leading expert in the theory of p-adic cohomologies and function field arithmetic.

© MFO/Renate Schmid

Stephan Luckhaus

April 2019 to April 2021

Prof. Dr. Stephan Luckhaus (University of Leipzig) enriched our Cluster as a Münster Research Fellow. The well-known mathematician, whose research combines various mathematical fields, contributed to the 2021 focus programme "Geometry and PDEs: from theory to applications".

Matthias Aschenbrenner
© privat

Matthias Aschenbrenner

January to July 2019

For seven months Prof. Dr. Matthias Aschenbrenner (UCLA) joined the group of Prof. Dr. Dr. Katrin Tent as a Münster Research Fellow. His work centers in and around model theory, but has branched into other fields of mathematics, often using results and methods originating in mathematical logic.

Arnd Scheel
© MM/vl

Arnd Scheel

July 2019

Prof. Dr. Arnd Scheel (University of Minnesota) joined the Cluster as a Münster Research Fellow. He is internationally renowned for his discoveries of mathematical principles of self-organization, in particular the dynamics of patterns and waves in complex systems.