معرفی
Joachim Mahnkopf is an Associate Professor at the University of Vienna, affiliated with the Faculty of Mathematics and the Department of Mathematics. His career spans over two decades, with a focus on number theory, automorphic forms, and cohomology of arithmetic groups.
His research explores the interplay between
- Automorphic L-functions
- p-adic analysis
- Representation theory of Chevalley groups
- Cohomology of arithmetic groups
Publications highlight trends in slope subspaces of automorphic forms, truncation theory for Chevalley groups, and p-adic families of modular forms. These works often intersect with trace formulae, homology, and reductive group structures.
Key contributions include studies on Eisenstein cohomology and special values of L-functions. His work has been published in journals such as Pacific Journal of Mathematics, Journal of Number Theory, and Compositio Mathematica.
