Speaker
Eric Ragoucy
(LAPTh, CNRS)
Description
We consider integrable models with $o_{2n+1}$ symmetry. Within the framework of Algebraic Bethe Ansatz,
we construct their Bethe vectors and rectangular recurrence relations.
These rectangular recurrence relations generalize the usual ones, and are new, even for models with gl(n) symmetry, which are obtained as a subcase.
We also compute the scalar products of Bethe vectors.
Based on the papers arXiv:2412.05224 and arXiv:2503.01578
Authors
Dr
Andrii Liashyk
(BIMSA)
Eric Ragoucy
(LAPTh, CNRS)
Dr
Stanislav Pakuliak
(LAPTh CNRS)
