Emille D. Lawrence is a low-dimensional topologist. Her mathematical interests include braid groups, geometric group theory, and spatial graphs. She is also an advocate for broadening participation in the mathematical sciences through outreach and mentoring.
- PhD, Mathematics, University of Georgia, 2007
- BS, Mathematics, Spelman College, 2001
- Selected Publications
Lawrence, E. D. (2014). "A New Distinguished Form for 3-Braids." Osaka Journal of Mathematics, 51(3), 537-545.
Flapan, E. and Lawrence, E.D. (2014). "Topological Symmetry Groups of Möbius Ladders." J. Knot Theory Ramifications, 23(14).