51 citations · 87 across the 3 of their papers we have counts for
3 papers
math.SG2016★ 17 cited
Symplectic embeddings of four-dimensional ellipsoids into integral polydiscs
Daniel Cristofaro-Gardiner, David Frenkel, Felix Schlenk
In previous work, the second author and Müller determined the function giving the smallest dilate of the polydisc into which the ellipsoid symplectically e…
math.SG2013★ 51 cited
Symplectic embeddings into four-dimensional concave toric domains
Keon Choi, Daniel Cristofaro-Gardiner, David Frenkel +2
ECH capacities give obstructions to symplectically embedding one symplectic four-manifold with boundary into another. We compute the ECH capacities of a large family of symplectic…
math.SG2012★ 19 cited
Symplectic embeddings of 4-dimensional ellipsoids into cubes
David Frenkel, Dorothee Müller
Recently, McDuff and Schlenk determined the function c_{EB}(a) whose value at a is the infimum of the size of a 4-ball into which the ellipsoid E(1,a) symplectically embeds (here,…