I am interested in contact topology and low-dimensional topology. So far, my work has focused on analogues of Fukaya categories in contact manifolds. I also think about surfaces in 3 and 4-manifolds.
I am interested in contact topology and low-dimensional topology. So far, my work has focused on analogues of Fukaya categories in contact manifolds. I also think about surfaces in 3 and 4-manifolds.
Papers and preprints:
A clarification of notation (to be updated on arxiv at some point): in Definition 2.2, the Chekanov-Eliashberg algebra is defined, and is denoted CE(V,\Lambda). However, later in the paper, I almost always use the notation \mathcal{A}(Lambda) for the Chekanov-Eliashberg algebra instead.
(With Honghao Gao) Isomorphism in the augmentation category. Preprint.
Augmentation categories in higher dimensions. To appear in Journal of Symplectic Geometry.
Theses:
Calculations on Dirac and spinor valued forms. MMath thesis at Waterloo.
Geometric class field theory. MMath thesis at Oxford.
Talks:
Nov 2026: UCLA topology seminar (partially wrapped contact Fukaya categories of 1-jet spaces, video)
Oct 2026: USC topology seminar (partially wrapped contact Fukaya categories of 1-jet spaces)
Oct 2025: University of Oregon topology seminar (augmentation and sheaf categories, and link conormals)
Sep 2025: Tsinghua-BIMSA symplectic geometry seminar (augmentation categories in higher dimensions)