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Artem Kotelskiy
Artem Kotelskiy
Verified email at stonybrook.edu - Homepage
Title
Cited by
Cited by
Year
Immersed curves in Khovanov homology
A Kotelskiy, L Watson, C Zibrowius
arXiv preprint arXiv:1910.14584, 2019
222019
A mnemonic for the Lipshitz–Ozsváth–Thurston correspondence
A Kotelskiy, L Watson, C Zibrowius
Algebraic & Geometric Topology 23 (6), 2519-2543, 2023
92023
Immersed curves in Khovanov homology (2019)
A Kotelskiy, L Watson, C Zibrowius
ArXiv preprint, v2, 1910
91910
Thin links and Conway spheres
A Kotelskiy, L Watson, C Zibrowius
arXiv preprint arXiv:2105.06308, 2021
72021
Bordered theory for pillowcase homology
A Kotelskiy
Mathematical Research Letters 26 (5), 1467–1516, 2019
52019
The correspondence induced on the pillowcase by the earring tangle
G Cazassus, C Herald, P Kirk, A Kotelskiy
Journal of Topology 15 (4), 2472-2543, 2022
42022
Minimal and Hamiltonian-minimal submanifolds in toric geometry
A Kotelskiy
Journal of Symplectic Geometry 14 (2), 431-448, 2016
42016
Comparing homological invariants for mapping classes of surfaces
A Kotelskiy
Michigan Math. J. 70 (3), 503-560, 2021
32021
Khovanov invariants via Fukaya categories: the tangle invariants agree
A Kotelskiy, L Watson, C Zibrowius
arXiv preprint arXiv:2004.01619, 2020
22020
Bordered Invariants in Low-dimensional Topology
A Kotelskiy
Princeton University, 2018
12018
Cosmetic operations and Khovanov multicurves
A Kotelskiy, T Lidman, AH Moore, L Watson, C Zibrowius
Mathematische Annalen, 1-28, 2023
2023
Khovanov multicurves are linear
A Kotelskiy, L Watson, C Zibrowius
arXiv preprint arXiv:2202.01460, 2022
2022
Khovanov homology and strong inversions
A Kotelskiy, L Watson, C Zibrowius
To appear in The Open Book series., 2021
2021
Khovanov-theoretic curve-invariants of 4-ended tangles: structural results and their applications
A Kotelskiy, L Watson, C Zibrowius
2021 Spring Southeastern Virtual Sectional Meeting, 0
Gauge Theory and Low-Dimensional Topology: Progress and Interaction
A Kotelskiy, L Watson, C Zibrowius
Gauge Theory and Low-Dimensional Topology: Progress and Interaction
JA Baldwin, HU Boden, JB Etnyre, L Watson
The correspondence induced on the pillowcase by the earring tangle
CM Herald, G Cazassus, A Kotelskiy
2022 Spring Eastern Virtual Sectional Meeting, 0
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