Papers and preprints
Paper | Coauthors | References | Link |
---|---|---|---|
Knots of low knot Floer width | Submitted | arXiv:2405.08993 | |
Link Floer homology splits into snake complexes and local systems | Submitted | arXiv:2306.05546 | |
Algebraic realizability of knot Floer-like complexes | Submitted | arXiv:2306.04861 | |
Soluble radical and orbits of certain maps on finite groups | John S Wilson | Journal of Algebra (Volume 704, November 2022) | arXiv:2010.03944 |
Distinguishing crystallographic groups by their finite quotients | Paweł Piwek and Gareth Wilkes | Journal of Algebra (Volume 565, January 2021) | arXiv:1910.09845 |
My research interests
I am interested in low-dimensional topology, which is the area of mathematics that studies \(3\) and \(4\)-dimensional manifolds. It turns out that they are closely connected to knots, which I am also very interested in. The main techniques I use in my research include various flavours of Heegaard and knot Floer homology and I like to approach the questions from an algebraic perspective.
Pictures
Here are some pictures appearing in my research.
