Speaker
Zhao Zhang
(University of Oslo)
Description
It has been a long-standing problem in quantum integrability whether Reshetikhin's condition, which provides a three-local conserved charge, implies the existence of sufficient many mutually commuting local charges that guarantee integrability. In an attempt to answer this question, I reveal the discrete conformal algebra hidden in Yang-Baxter integrable 1D systems, and propose a practical method to iteratively identify new integrable models and construct the corresponding R-matrices for their classical statistical mechanical counterparts.
Author
Zhao Zhang
(University of Oslo)
