52 citations · 141 across the 28 of their papers we have counts for
32 papers
On the agreement of symplectic capacities in high dimension
Dan Cristofaro-Gardiner, Richard Hind
A theorem of Gutt-Hutchings-Ramos asserts that all normalized symplectic capacities give the same value for monotone four-dimensional toric domains. We generalize this theorem to a…
Boundaries of open symplectic manifolds and the failure of packing stability
Dan Cristofaro-Gardiner, Richard Hind
A finite volume symplectic manifold is said to have "packing stability" if the only obstruction to symplectically embedding sufficiently small balls is the volume obstruction. Pack…
Almost complex blow-ups and positive closed -forms on -dimensional almost complex manifolds
Richard Hind, Tommaso Sferruzza, Adriano Tomassini
Let be a -dimensional almost complex manifold and let . We define the notion of almost complex blow-up of at . We prove the existence of almost compl…
On the Existence of Symplectic Barriers
Pazit Haim-Kislev, Richard Hind, Yaron Ostrover
In this note we establish the existence of a new type of rigidity of symplectic embeddings coming from obligatory intersections with symplectic planes. More precisely, we prove tha…
Families of almost complex structures and transverse -forms
Richard Hind, Costantino Medori, Adriano Tomassini
An {\em almost p-Kähler manifold} is a triple , where is an almost complex manifold of real dimension and is a closed real tranverse -form on $(M,J…
Packing Lagrangian tori
Richard K. Hind, Ely Kerman
In this paper we consider the problem of packing a symplectic manifold with integral Lagrangian tori, that is Lagrangian tori whose area homomorphsims take only integer values. We…