Department of Mathematics
Colorado State University
Fort Collins, CO 80523
Courses can be found on the teaching page.
My primary research interest is in using geometry to solve topological and physical problems. I am currently working on a long-term project which uses Riemannian and symplectic geometry to develop a new framework for understanding the probability theory of topologically constrained random walks and polymer networks. A newer but very promising project uses symplectic geometry to answer long-standing questions in frame theory and statistical signal processing. Please see the research page for more.
- Harrison Chapman (postdoc)
- Brenden Balch (graduate student)
- Thomas D. Eddy (graduate student)
- Colin Roberts (graduate student)
- Nikolai Sannikov (undergraduate student)
- April, 2019 A to Z and Truncation accepted for the art exhibition at Bridges 2019.
- April, 2019 Tom Eddy successfully defended his masters’ thesis Improved Stick Number Upper Bounds. Congrats, Tom!
- March, 2019 A to Z, Inside, and Truncation exhibited in the biannual Art & Science Exhibition in the Curfman Gallery.
- February, 2019 Our paper “Random triangles and polygons in the plane” was published in the American Mathematical Monthly. Former CSU undergraduate (and current Courant graduate student) Gavin Stewart is a coauthor.
- February, 2019 Our paper “Spherical geometry and the least symmetric triangle” was published in Geometriae Dedicata. Current and former CSU undergraduates Laney Bowden, Andrea Haynes, and Aaron Shukert are coauthors.