Research interests

Theory of Integrable Systems in Mathematical Physics and Applied Mathematics, in particular:

• Highly oscillatory Hamiltonian Partial Differential Equations, emergence of singular solutions from smooth initial data, numerical treatment
• Theta-functions of Riemann surfaces and nonlinear waves
• Riemann-Hilbert problems, special functions and orthogonal polynomials

Ph.D Students: Dario Merzi (2016), Jose Elias Gustavo Rebelo (2017), Giuseppe Pitton (2018), Harini Desiraju Ph.D. 2020, Guido Mazzucca, Ph.D. 2021, Eduardo Chavez Heredia, Ph.D. 2022, Massimo Gisonni, Ph.D. 2022, Giuseppe Orsatti, Ph.D. 2023

Teaching Publications Activities

Editorial board

• Nonlinearity
• Random Matrices: Theory and Applications
• Physica D

Research Grant:

• Research Network Integrable Probability, classical and quantum integrability 2021-2026
• Horizon2020 RISE Network IPADEGAN, 2018-2022
• Leverhulme Research fellowship 2015-2017 RF-2015-442
• FP7 IRSES project RIMMP, Random and Integrable Models in Mathematical Physics 2010- 2014 Coordinator
• Italian MIUR Research Project: Geometric and analytic theory of Hamiltonian systems in finite and infinite dimensions, 2013-2015, 2010-2011, 2007-2008, 2005-2006, team member
• ESF Research Network MISGAM (2004-09)
• Marie Curie RTN ENIGMA, team member (2005-08)