MY RESEARCH

I am interested quite broadly in various aspects of symplectic and contact topology and geometry. This includes (but is far from limited to) mathematics involving symplectic field theory, Legendrian contact homology (and augmentations), convex surface theory, h-principles, open book decompositions, constructible sheaves in symplectic geometry, and low-dimensional topology.

My research is currently supported by a Graduate Research Fellowship from the National Science Foundation.

MY PAPERS

Appendix to Differential algebra of cubic planar graphs, by Roger Casals and Emmy Murphy, preprint

SOME MATH RESOURCES I FREQUENT

To be updated soon...

Ph.D. Student

ksackel(at)mit.edu