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Catharina Stroppel is a prominent mathematician at the Mathematical Institute of the University of Bonn, specializing in representation theory, particularly in its connections to topology, combinatorial aspects, and categorification. Her research interests span a variety of topics including Lie algebras, knot invariants, manifold invariants, TQFTs, and Hecke algebras. Stroppel actively contributes to the academic community through her teaching and her involvement in seminars focused on representation theory. She has provided significant insights into Schubert calculus, Kazhdan-Lusztig theory, and the applications of higher category theory. Her work not only enriches theoretical mathematics but also encourages computational approaches to algebraic structures.
Mathematical Institute, University of Bonn • Bonn, Germany
Teaching and conducting research in the field of representation theory.
GRE Subject Test in mathematics is strongly recommended for non-European bachelor degrees.