7 citations · 7 across the 3 of their papers we have counts for
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Ruled 4-manifolds and isotopies of symplectic surfaces
R. Hind, A. Ivrii
We study symplectic surfaces in ruled symplectic 4-manifolds which are disjoint from a given symplectic section. As a consequence we see that, in any symplectic 4-manifold, two hom…
Lagrangian isotopies in Stein manifolds
Richard Hind
We establish the uniqueness up to Hamiltonian isotopy of the Lagrangian spheres in some four dimensional Stein manifolds.
Lagrangian spheres in S^2 x S^2
Richard Hind
We prove that all Lagrangian spheres in S^2 x S^2 are Hamiltonian isotopic. The proof uses various properties of holomorphic curves in symplectic manifolds with cylindrical ends wh…
Symplectic rigidity for Anosov hypersurfaces
D. Burns, R. Hind
We show, using standard results in length spectrum rigidity and symplectic homology, that if the unit tangent bundles of two compact surfaces of negative curvature are exact symple…