We prove that (under appropriate orientation conditions, depending on R) a Hamiltonian
isotopy ψ 1 of a symplectic manifold (M, ω) fixing a relatively exact Lagrangian L setwise …

We define a refined Gromov-Witten disk potential of self-transverse monotone immersed
Lagrangian surfaces in a symplectic 4-manifold as an element in a capped version of the …

We define a refined Gromov–Witten disk potential of monotone immersed Lagrangian
surfaces in a symplectic 4‑manifold that are self-transverse as an element in a capped …

Given a Lagrangian submanifold L in a symplectic manifold X, the homological Lagrangian
monodromy group HL describes how Hamiltonian diffeomorphisms of X preserving L …

In this thesis, we study the topology of relatively exact Lagrangian submanifolds. One of our
main goals is to study their generalised cohomology, extending known results about their …

Classification of monotone Lagrangian tori in C2 up to Hamiltonian isotopy and rescaling is
still an open problem and the only classes of such tori that are currently known are Clifford …