Florian Eisele

Florian Eisele is a Lecturer in Pure Mathematics at The University of Manchester, Department of Mathematics. His research focuses on the modular representation theory of finite groups and the representation theory of finite-dimensional algebras. He has contributed to various areas including units in group rings, blocks of defect groups, and derived Picard groups. Eisele has authored several peer-reviewed articles in mathematics journals and has been involved in research projects related to group representations. He has also organized academic events and received the Reinhold Baer Prize in 2020.

Florian Eisele is a researcher at the University of Manchester with expertise in representation theory and group theory. His work explores deep connections between algebraic structures, focusing on modules, group rings, and their properties. He investigates topics such as -rigid modules, the Zassenhaus conjecture, and the structure of blocks with specific defect groups. His research also addresses the geometry of lattices, Picard groups, and derived equivalences, contributing to the understanding of symmetric algebras and their invariants. Eisele's publications often intersect with algebraic number theory and homological algebra, emphasizing the interplay between abstract algebra and its applications.