Hofer's metric on the space of diameters

Abstract

The present paper considers Hofer's distance between diameters in the unit disk. We prove that this distance is unbounded and show its relation to Lagrangian intersections.

11 pages, 4 figures

Cited by in corpus (2)

• Quasi-morphisms on contactomorphism groups and contact rigidity
• Unboundedness of the Lagrangian Hofer distance in the Euclidean ball