I am interested in seeing algebra come alive in discrete mathematics, primarily in combinatorics, graph theory and discrete/convex geometry. I am also interested in enumerative and geometric combinatorics. Below is my work. Student co-authors are in orangered.
Any requests for non-research talks or outreach work can be sent here. Due to the volume of requests, all such engagements are subject to a consulting fee.
What makes a neural code convex? SIAM Journal on Applied Algebra and Geometry, Vol 1, Issue 1, p. 222-238, 2017.
w/ Carina Curto, Elizabeth Gross, Jack Jeffries, Katherine Morrison, Zvi Rosen, Anne Shiu, Nora Youngs