Integrable models have applications in several areas of physics, both classical and quantum. Examples are Kepler's problem in Classical Mechanics, the Heisenberg spin chain and the Potts model in magnetism, Hubbard model in superconductivity and the recent applications in several instances of AdS/CFT correspondence. There are many techniques to work with these models in a systematic way, which makes them "usually" exactly solvable; which is one of the reasons why they are so interesting. In this seminar, I will give an introduction to integrable systems and show a new method to construct them in a systematic way. I will show some of the new models, that  include:  a Hubbard-type model, a model where the electrons only move in the chain when they are in pairs, as well as some deformations of lower dimensional AdS/CFT S-matrices.

 Please find below the Zoom link of the event:

https://us02web.zoom.us/j/81032653068?pwd=TWdMTDR6RDNMZERhUm5DSmlPNVJtUT09

See the seminar online at www.youtube.com/iiptv