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Latest papers
Cosmetic operations and Khovanov multicurves.
Mathematische annalen · 2024
Heegaard Floer homology for manifolds with torus boundary: properties and examples.
Proceedings of the London Mathematical Society · 2022 · senior author
Latest funding
- $44,000
Novel structure for homological invariants in low-dimensional topology
NSERC · 2024 · Principal investigator
- $120,000
Geometric structure and Floer theory of three-dimensional manifolds
NSERC · 2017 · Principal investigator
- $245,000
Geometric structure and Floer theory of three-dimensional manifolds
NSERC · 2017 · Principal investigator
2 publications.
Cosmetic operations and Khovanov multicurves.
Kotelskiy A, Lidman T, Moore AH, Watson L, Zibrowius C
Heegaard Floer homology for manifolds with torus boundary: properties and examples.
Hanselman J, Rasmussen J, Watson L
Novel structure for homological invariants in low-dimensional topology
Principal investigators: Watson, Liam
Keywords: low-dimensional topology; heegaard floer homology; khovanov homology; 3-manifolds; knots and links
Geometric structure and Floer theory of three-dimensional manifolds
Principal investigators: Watson, Liam
Geometric structure and Floer theory of three-dimensional manifolds
Principal investigators: Watson, Liam
From CIHR, NSERC and SSHRC funding decisions: CIHR since 2008, NSERC since 1991 and SSHRC since 1998, including their latest published competition results.
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