| |   Photo by Le Zhuang
 | Assistant Professor 
 Department of Mathematics 
 Purdue University 
 ContactEmail: lvzhou (followed by @purdue.edu) Office: MATH 730 
Mail: Department of MathematicsPurdue University
 150 North University Street
 West Lafayette, IN, 47907
 | 
 Previous EmploymentEducation
2020. Ph.D. in Mathematics, University of Chicago, USAAdvisor: Danny Calegari
2015. M.S. in Mathematics, University of Chicago, USA2014. B.S. in Mathematics and Applied Mathematics, Fudan University, China Research
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).My research is partially supported by NSF Grant DMS-2506702 Seminars |