معرفی
Dr. Konstantin Jakob is a Research Fellow in the Algebra Group at TU Darmstadt, affiliated with the Collaborative Research Center CRC 326 - GAUS. His research focuses on the wildly ramified geometric Langlands correspondence, moduli spaces of meromorphic connections, local systems, Higgs bundles, and rigid local systems. He has organized workshops on topics like non-abelian Hodge theory and has spoken at international venues including Tsinghua University and the Banff International Research Station (BIRS).
He has taught courses on Springer theory and algebraic number theory at TU Darmstadt, employing hybrid formats. His academic activities include visiting positions at the Yau Mathematical Sciences Center (Beijing) and the Sydney Mathematical Research Institute (SMRI). He actively contributes to the field through organizing seminars and collaborative research initiatives.
His work intersects algebraic geometry, representation theory, and number theory, with a focus on geometric structures underlying Langlands duality and moduli problems. Recent research trends emphasize rigid local systems and their applications to arithmetic geometry and mathematical physics.
No scientific awards have been explicitly mentioned in the provided materials. His research is supported through CRC 326 and institutional grants at TU Darmstadt.
