Shear coordinates of Weil-Petersson circle homeomorphisms
By Yilin Wang
Graph complex action on Poisson structures: from theory to computation
By Ricardo Buring
By Lisa Traynor
Appears in collection : 2021 - T2 - WS2 - Advances in Symplectic Topology
Joint work with Jennifer L. Dalton and John B. Etnyre.
Legendrian torus knots were classified by Etnyre and Honda. I will explain the classification of Legendrian torus links. In particular, I will describe restrictions on the Legendrian torus knots that can be realized as the components of a Legendrian torus link, and I will give examples of Legendrian torus links that cannot be destabilized even though they do not have maximal Thurston-Bennequin invariant. Furthermore, I will explain that there are some smooth symmetries of Legendrian torus links that cannot be realized by a Legendrian isotopy. These torus link statements have extensions to Legendrian cable links. All these results are applications of convex surface theory.