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I am currently on the job market for the 2027–2028 academic year!
I'm a PhD candidate at The University of Tennessee, Knoxville. I'm mainly interested in geometric group theory and low dimensional topology. My advisor is Dr. Yulan Qing.
I am particularly interested in generalizations of the Gromov boundary (e.g., Morse and sublinearly Morse boundaries) of finitely generated groups and proper geodesic spaces and their connections with probabilistic phenomena. My current research focuses on the algebraic and dynamical properties of mapping class groups of infinite-type surfaces.
Here is my CV.
I am currently co-organizing the Topology Seminar with Dr. Yulan Qing at the University of Tennessee. Details of future talks may be found here.
I co-organize Student-led Graduate Mathematics Seminar at UTK. Please contact me if you want to volunteer to give a talk.
I support the statement of inclusiveness.
Research Interests keywords
Generalized gromov boundary, CAT(0) Geometry
Random walks on groups
Horofunction boundary of groups
Big mapping class groups
Contact
Email: sjana1@vols.utk.edu
Office: AYR 209
Some links that I like:
Beauty of Life seen through Keyhole of Mathematics- Misha Gromov
The Mystery of 3-Manifolds - William Thurston
On proof and progress in mathematics- William Thurston
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