Talk page

Title:
"The quantum algebra behind Hubbard model"

Speaker:
Andrii Liashyk

Abstract:
Using Ding-Frenkel isomorphism (Gauss decomposition) for RTT algebra one can get the second Drinfeld realization of quantum algebra. Applying this approach to the case of R-matrix of Hubbard model we get a new algebra. I will talk about this algebra.

Link:
http://scgp.stonybrook.edu/video_portal/video.php?id=5529

Workshop:
Simons- Program:Geometric and Representation-Theoretic Aspects of Quantum Integrability