$J$-holomorphic discs attached to a maximal real submanifold
Presented by Mr. Uroš KUZMAN
Type: Oral presentation
Track: Several Complex Variables
We study the neighborhood of an embedded $J$-holomorphic disc attached along its boundary to a maximal totally real submanifold in an almost complex manifold. In particular, we provide sufficient conditions for the set of all nearby attached $J$-holomorphic discs to be a manifold. Further, we present an application concerning deformations of stationary $J$-holomorphic discs.