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Florian Eisele is a lecturer in Pure Mathematics at the University of Manchester. His research is primarily focused on modular representation theory, finite groups, and representation theory of finite-dimensional algebras. He holds a Doctor rerum naturalium degree from RWTH Aachen University, which he obtained with a thesis on group rings and p-adic integers. Eisele has been active in organizing academic events, including the Algebra Number Theory Conversation (ANTIC), reflecting his engagement with the mathematical community. His work and collaborations span multiple research areas, emphasizing his commitment to advancing the understanding of complex algebraic structures and their representations.
University of Manchester • Manchester, England
Teaching and research in Pure Mathematics, focusing on modular representation theory and related topics.
Includes MSc in Advanced Electrical Power Systems and MSc in Communications and Signal Processing.