My research is on symplectic geometry, more specifically the kind that involves hamiltonian group actions on symplectic manifolds. I have been working on folded symplectic structures, in particular origami manifolds, and venturing into Poisson geometry via the study of b-manifolds. And I like Delzant polytopes.
I was a graduate student at MIT under Victor Guillemin and I finished my PhD in June 2010.
Toric actions on b-symplectic manifolds, with Victor Guillemin, Eva Miranda and Geoffrey Scott, International Mathematics Research Notices 2014;
doi: 10.1093/imrn/rnu108
Topology of toric origami, with Tara Holm, Mathematics Research Letters, 20 (2013) no.5, pp.885-906.
Moduli spaces of toric manifolds, with Álvaro Pelayo, Tudor S. Ratiu and Silvia Sabatini, Geometriae Dedicata 169 (1), 323-341, 2014.
Seminário Diagonal – Proceedings IST, II, editor, with A. Cannas da Silva, L. Cruz-Filipe, R.
Gonçalves, J. Pimentel Nunes, T. Reis, P.M. Resende and J. Silva, Lisbon, 2005.