Rate My Professor David Rosenthal

Rosenthal has published extensively in leading mathematical journals. Key works include 'Finitely F-amenable actions and decomposition complexity of groups' with Andrew Nicas in Groups, Geometry and Dynamics (2020), 'Regular finite decomposition complexity' with Daniel Kasprowski and Andrew Nicas in Journal of Topology and Analysis (2019), 'Hyperbolic dimension and decomposition complexity' with Andrew Nicas in Topological Methods in Group Theory (2018), 'On the K-theory and L-theory of hyperbolic and virtually finitely generated abelian groups' with Wolfgang Lück in Forum Mathematicum (2014), and 'On the algebraic K- and L-theory of word hyperbolic groups' with Dirk Schütz in Mathematische Annalen (2005). He co-authored the undergraduate textbook A Readable Introduction to Real Mathematics, Second Edition (Springer, 2018), with Daniel Rosenthal and Peter Rosenthal. Additional publications appear in Topology and Its Applications, Pure and Applied Mathematics Quarterly, and Proceedings of the American Mathematical Society. Rosenthal maintains an active presence in the mathematical community through invited lectures at prestigious venues, including the Karlsruhe Institute of Technology, University of Bonn, McMaster University, Fields Institute, and CUNY Graduate Center, spanning topics in coarse geometry, assembly maps, and decomposition complexity.