Orthosymplectic Yangians
arXiv:2311.18818 · doi:10.1007/s11005-025-01926-z
Abstract
We study the RTT orthosymplectic super Yangians and present their Drinfeld realizations for any parity sequence, generalizing the results for non-super types BCD, a standard parity sequence, and super A-type.
v1: 64pp, comments are welcome! v2: 64pp, minor corrections
References in corpus (15)
- Parabolic presentations of the Yangian Y(gl_n)
- Coproduct for the Yangian of an affine Kac-Moody algebra
- Gauss Decomposition of the Yangian Y(gl_{m|n})
- On the R-matrix realization of Yangians and their representations
- R-matrix presentation for (super)-Yangians Y(g)
- Shuffle algebra realizations of type super Yangians and quantum affine superalgebras for all Cartan data
- Isomorphism between the -matrix and Drinfeld presentations of Yangian in types , and
- The -matrix presentation for the Yangian of a simple Lie algebra
- Parabolic presentations of the super Yangian associated with arbitrary 01-sequences
- Super Yangian Y(osp(1|2)) and the Universal R-matrix of its Quantum Double
- Rational Lax matrices from antidominantly shifted extended Yangians: BCD types
- Representations of the super Yangians of types and
- Orthosymplectic superoscillator Lax matrices
- Transfer matrices of rational spin chains via novel BGG-type resolutions
- Gaussian generators for the Yangian associated with the Lie superalgebra