Stabilized convex symplectic manifolds are Weinstein
We show that a stabilized convex symplectic (also called Liouville) manifold with the homotopy type of a half dimensional CW-complex is symplectomorphic to a flexible Weinstein manifold.
math.SG↗
arXiv subjects
Toru Yoshiyasu
Publications and source records attributed to Toru Yoshiyasu.
On Lagrangian embeddings of closed non-orientable 3-manifolds
We prove that for any compact orientable connected 3-manifold with torus boundary, a concatenation of it and the direct product of the circle and the Klein bottle with an open 2-disk removed admits a Lagrangian embedding into the standard symplectic 6-space. Moreover, minimal Maslov number of the Lagrangian embedding is equal to 1.
math.SG↗