activity
20042022
most citedVanishing of the contact homology of overtwisted contact 3--manifolds

25 citations · 56 across the 10 of their papers we have counts for

collaborators

10 papers

math.SG2022

Special Hamiltonian -actions on symplectic 4-manifolds

Mei-Lin Yau

In this paper we consider symplectic 4-manifolds with which admit a Hamiltonian -action together with an equivariant Maslov condition on orbits of the gro…

math.SG2016★ 1 cited

Isotropic tori in revisited

Mei-Lin Yau

We show that for , there are at least two exact isotropic -tori in which are not Hamiltonian isotopic in , even though they are smoothly…

math.SG2016

Exact Lagrangian tori in

Mei-Lin Yau

We show that for there exists an exact Lagrangian submanifold in the cotangent bundle of the -dimensional torus such that is s…

math.SG2013★ 5 cited

Surgery and Invariants of Lagrangian Surfaces

Mei-Lin Yau

We considered a surgery, called Lagrangian attaching disk surgery, that can be applied to a Lagrangian surface L at the presence of a Lagrangian attaching disk D, to obtain a new L…

math.SG2009

Monodromy groups of Lagrangian tori in the symplectic 4-space

Mei-Lin Yau

We determine the Lagrangian monodromy group L(T) and the smooth monodromy group S(T) of a Clifford torus T in the symplectic 4-space. We show that L(T) is isomorphic to the infinit…

math.SG2008

Monodromy and isotopy of monotone Lagrangian tori

Mei-Lin Yau

We define new Hamiltonian isotopy invariants for a monotone Lagrangian torus embedded in a symplectic 4-manifold. We show that, in the standard symplectic 4-space, these invariants…