Gromov width of the disk cotangent bundle of spheres of revolution

Abstract

Inspired by work of the first and second author, this paper studies the Gromov width of the disk cotangent bundle of spheroids and Zoll spheres of revolution. This is achieved with the use of techniques from integrable systems and embedded contact homology capacities.

Final version to appear in Advances in Mathematics

Cited by in corpus (1)

• Riemannian distance and symplectic embeddings in cotangent bundle