Lasse Rempe

Lasse Rempe is Professor of Pure Mathematics at The University of Manchester, Department of Mathematics. His research focuses on holomorphic dynamics, particularly the iteration of functions of a complex variable. His work includes the study of transcendental entire functions, with an emphasis on dynamics, topology, and measures associated with these functions. He is known for his contributions to the understanding of Julia sets, wandering domains, and related topics in complex dynamics. Rempe is actively involved in research projects concerning the iteration of finite-type holomorphic maps and the properties of transcendental entire functions. He is also engaged in collaborative research and has published extensively in leading mathematical journals.

Lasse Rempe is a researcher in dynamical systems and complex analysis, focusing on the behavior of transcendental entire functions. His work explores the dynamics of exponential and other transcendental functions, particularly their escaping sets, dynamic rays, and hyperbolic properties. He investigates rigidity, classification, and bifurcations in these systems, with an emphasis on the structure of Julia sets and the Eremenko–Lyubich class. His research also addresses the absence of wandering domains and the properties of non-landing dynamic rays. Rempe's contributions highlight the interplay between complex analysis and dynamical systems, offering insights into the topology and dynamics of entire functions.