Add to ORKGA new action of the Yangians in the WZW models is displayed. Its structure is generic and level independent. This Yangian is the natural extension at the conformal point of the one unravelled in massive theories with current algebras. Expectingly, this new symmetry of WZW models will lead to a deeper understanding of the integrable structure of conformal field theories and their deformations
In the context of planar holography, integrability plays an important role for solving certain massl...
We propose a world-sheet realization of the zigzag-invariant strings as a perturbed WZNW model at la...
The Hamiltonian reduction of Wess-Zumino-Novikov-Witten (WZNW) theories to conformally invariant Tod...
Quantum Yangian symmetry in several sigma models with supergroup or supercoset as target is establis...
Quantum Yangian symmetry in several sigma models with supergroup or supercoset as target is establis...
We show an algebra morphism between Yangians and some finite W-algebras. This correspondence is nice...
AbstractWe construct the Lax-pair, the classical monodromy matrix and the corresponding solution of ...
For a large class of finite W algebras, the defining relations of a Yangian are proved to be satisfi...
We discuss the representation theory of the non-linear chiral algebra W1+infinity, of Gaberdiel and ...
A generalization of the two-dimensional Yang-Mills and generalized Yang-Mills theory is introduced i...
We show that the SU(2)_0 WZNW model has a hidden OSp(2|2)_{-2} symmetry. Both these theories are kno...
Abstract We study symmetries of the quantized open twistor string. In addition to global PSL(4|4) sy...
Abstract We study symmetries of the quantized open twistor string. In addition to global PSL(4|4) sy...
Abstract We make contact between the infinite-dimensional non-local symmetry of the type-IIB superst...
Abstract We make contact between the infinite-dimensional non-local symmetry of the type-IIB superst...
In the context of planar holography, integrability plays an important role for solving certain massl...
We propose a world-sheet realization of the zigzag-invariant strings as a perturbed WZNW model at la...
The Hamiltonian reduction of Wess-Zumino-Novikov-Witten (WZNW) theories to conformally invariant Tod...
Quantum Yangian symmetry in several sigma models with supergroup or supercoset as target is establis...
Quantum Yangian symmetry in several sigma models with supergroup or supercoset as target is establis...
We show an algebra morphism between Yangians and some finite W-algebras. This correspondence is nice...
AbstractWe construct the Lax-pair, the classical monodromy matrix and the corresponding solution of ...
For a large class of finite W algebras, the defining relations of a Yangian are proved to be satisfi...
We discuss the representation theory of the non-linear chiral algebra W1+infinity, of Gaberdiel and ...
A generalization of the two-dimensional Yang-Mills and generalized Yang-Mills theory is introduced i...
We show that the SU(2)_0 WZNW model has a hidden OSp(2|2)_{-2} symmetry. Both these theories are kno...
Abstract We study symmetries of the quantized open twistor string. In addition to global PSL(4|4) sy...
Abstract We study symmetries of the quantized open twistor string. In addition to global PSL(4|4) sy...
Abstract We make contact between the infinite-dimensional non-local symmetry of the type-IIB superst...
Abstract We make contact between the infinite-dimensional non-local symmetry of the type-IIB superst...
In the context of planar holography, integrability plays an important role for solving certain massl...
We propose a world-sheet realization of the zigzag-invariant strings as a perturbed WZNW model at la...
The Hamiltonian reduction of Wess-Zumino-Novikov-Witten (WZNW) theories to conformally invariant Tod...