My area of research is algebraic combinatorics, with an emphasis on the representation theory of linear algebraic groups (including general linear groups and the classical groups) and their homogeneous spaces, such as Grassmannians, flag varieties, and Schubert varieties.
Publications:
Separating dots with circles, joint with James Beyer and Greg Muller, preprint version of May 28, 2025.
Proof of the Newell-Littlewood saturation conjecture, preprint version of Aug 30, 2024, submitted.
-There is also an extended abstract and a poster from FPSAC 2025.
In preparation:
Spherical Schubert varieties of partial flags.
Newell-Littlewood Numbers and Möbius Honeycombs.