Francesco Morabito

Mathematician, postdoc at UTokyo
Symplectic topology

Email: negotium dot francescomorabito at proton dot me

Research

At the moment, I am interested in the interplay between low-dimensional topological properties of orbits of Hamiltonian systems, Hofer geometry and Floer Homology. Essentially, my results are corollaries of the well known but extremely useful fact that 2+2=4. Here is the slide (PDF) I wrote for a lightning talk in Budapest about a result of mine.

Methods I apply include Generating Functions homology, Hamiltonian and Lagrangian Floer homology, together with their filtered structures.

Publications & preprints

Unpublished

Where I will be

Where I was