On quantum $osp(1|2\ell)$-Toda chain

The ortho-symplectic superalgebra $osp(1| 2\ell)$ is the most close analog of the Lie algebras in the world of Lie superalgebras. We demonstrate that the corresponding $osp(1|2\ell)$-Toda chain turns is an instance of a $BC_\ell $ -Toda chain. The underlying reason for this relation is explained.

^* Conference identificator: 931 2278 9257 Password: 045927