Please see here for the conference which Andrea Prinsloo and I organised here at Surrey on March 28th 2018.

Conference: New Trends in Quantum Integrability

Please see here for the conference Sara Pasquetti, Vidas Regelskis and I organised in August 2014.

Network in Applied Geometric Mechanics

Please see here for the webpage maintained by the network coordinator Cesare Tronci.

Research Interests

My research interests are Lie algebras and Lie superalgebras, quantum groups and integrable systems. More specifically, I worked on integrable aspects of the AdS/CFT correspondence and on the problem of non-ultralocality in integrable systems.

Integrability in AdS/CFT


The spectral problem in AdS/CFT can be cast into the problem of diagonalizing an integrable Hamiltonian. The dynamics can be encoded in a two-body R-matrix, satisfying the Yang-Baxter equation. The R-matrix is invariant under a non-conventional quantum group of Yangian type. This new quantum group exhibits a deformed coproduct and a novel symmetry ("secret" or "bonus") which extends the algebra only starting from the Yangian level one.

Interested? Please see my big review or contact me.