Tom Bachmann

Tom Bachmann is a Professor at the Institute of Mathematics, Johannes Gutenberg University, Germany, within the Faculty of Physics, Mathematics and Computer Science. His research focuses on the intersection of Algebraic Geometry and Homotopy Theory, particularly in Motivic Homotopy Theory, Étale Cohomology, and Applications of Homotopy Theory to Algebraic Structures.

• Current Students: Julie Bannwart, Anton Engelmann, Klaus Mattis, Nikolai Opdan
• Former Student: Ola Sande

His work involves studying motivic stable stems, Galois approximations in cellular motivic categories, and properties of normed motivic spectra. He has also contributed to theories on presheaves with transfers, real-étale homotopy, and the conservativity of motivic spectra functors.