2 papers
math.SG2017
Maximum principles in symplectic homology
Will J. Merry, Igor Uljarevic
In the setting of symplectic manifolds which are convex at infinity, we use a version of the Aleksandrov maximum principle to derive uniform estimates for Floer solutions that are…
math.SG2011
On the growth rate of leaf-wise intersections
Leonardo Macarini, Will J. Merry, Gabriel P. Paternain
We define a new variant of Rabinowitz Floer homology that is particularly well suited to studying the growth rate of leaf-wise intersections. We prove that for closed manifolds …