Photo by Le Zhuang
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Assistant Professor
Department of Mathematics
Purdue University
Contact
Email: lvzhou (followed by @purdue.edu)
Office: MATH 730
Mail: Department of Mathematics
Purdue University
150 North University Street
West Lafayette, IN, 47907
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Previous Employment
Education
2020. Ph.D. in Mathematics, University of Chicago, USA
Advisor: Danny Calegari
2015. M.S. in Mathematics, University of Chicago, USA
2014. B.S. in Mathematics and Applied Mathematics, Fudan University, China
Research Interests
I am interested in geometric topology, geometric group theory and dynamics. Topics I specifically studied include:
stable commutator length, which
- is a relative version of the Gromov-Thurston norm,
- is dual to quasimorphisms,
- captures geometric and dynamical information of (large) groups, and
- can be used to find surface subgroups (in some hyperbolic groups for instance).
mapping class groups of infinite-type surfaces,
- which are essentially surfaces with infinitely generated fundamental groups,
- such as the plane/sphere minus a Cantor set, which occurs naturally in dynamics (e.g. complex dynamics or kleinian groups).
Seminars
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