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Most of my research thus far has been focused on 3D contact topology. In particular I have been working explicitly with characteristic foliations of convex surfaces embedded in 3-dimensional contact manifolds. If I am allowed to be a bit more broad in what I find interesting, I would say I enjoy contact and symplectic topology in general, as well as low-dimensional topology and (at least some ideas of) knot theory.

Disorganized mathematics:

Things I wrote: