7 citations · 12 across the 4 of their papers we have counts for
4 papers
An alternative proof of infinite dimensional Gromov's non-squeezing for compact perturbations of linear maps
Lorenzo Rigolli
This paper deals with the problem of generalising Gromov's non squeezing theorem to an infinite dimensional Hilbert phase space setting. By following the lines of the proof by Hofe…
Embeddings of free groups into asymptotic cones of Hamiltonian diffeomorphisms
Daniel Alvarez-Gavela, Victoria Kaminker, Asaf Kislev +7
Given a symplectic surface of genus , we show that the free group with two generators embeds into every asymptotic cone of , w…
Local middle dimensional symplectic non-squeezing in the analytic setting
Lorenzo Rigolli
We prove the following middle-dimensional non-squeezing result for analytic symplectic embeddings of domains in . Let be an…
Equivalence of two diagram representations of links in lens spaces and essential invariants
Alessia Cattabriga, Enrico Manfredi, Lorenzo Rigolli
In this paper we study the relation between two diagrammatic representations of links in lens spaces: the disk diagram and the grid diagram and we find how to pass from one to the…