Beibei Liu

Beibei Liu is an Assistant Professor in the Department of Mathematics at Ohio State University. Her research focuses on geometric topology, particularly the interplay between hyperbolic manifolds' geometric properties, Kleinian groups' algebraic properties, and dynamical properties of limit sets. She also investigates 3- and 4-manifolds' topology and knot theory.

Her academic journey includes a PhD from the University of California, Davis under advisors Eugene Gorsky and Michael Kapovich, followed by postdoctoral roles at MIT, Georgia Institute of Technology, and the Max Planck Institute for Mathematics. Her work is supported by an NSF Grant DMS-2203237.

Research interests span geometric group theory, hyperbolic geometry, and low-dimensional topology, with emphasis on manifolds, Kleinian groups, and Floer homology applications. Her articles explore topics like Heegaard Floer homology, geometric rigidity, and knot invariants.

Awards and grants include NSF funding for advancing topology studies. She has advised no explicitly listed students but collaborates through postdoctoral and institutional networks.