Journal
JOURNAL OF HIGH ENERGY PHYSICS
Volume -, Issue 4, Pages -Publisher
SPRINGER
DOI: 10.1007/JHEP04(2023)120
Keywords
Bethe Ansatz; Higher Spin Symmetry; Quantum Groups
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We study the gl(m|n) XXX spin chains defined on tensor products of highest weight gl(m|n)-modules. We show that the on-shell Bethe vectors are eigenvectors of higher transfer matrices and compute the corresponding eigenvalues. Then we take the classical limits and obtain the corresponding results for the gl(m|n) Gaudin models.
We study the gl(m|n) XXX spin chains defined on tensor products of highest weight gl(m|n)-modules. We show that the on-shell Bethe vectors are eigenvectors of higher transfer matrices and compute the corresponding eigenvalues. Then we take the classical limits and obtain the corresponding results for the gl(m|n) Gaudin models.
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