On weakly exact Lagrangians in Liouville bi-fillings
On weakly exact Lagrangians in Liouville bi-fillings
This paper is concerned with Liouville domains that are diffeomorphic to cylinders, so called trivial bi-fillings, for which the Liouville skeleton moreover is smooth and of codimension one. We show that the symplectic homology of such a bi-filling is non-trivial, and that a connected Lagrangian inside a bi-filling whose boundary …