Add to ORKGLaTeX 2e Document, 22 pagesWe show that the truncation of twisted Yangians are isomorphic to finite W-algebras based on orthogonal or symplectic algebras. This isomorphism allows us to classify all the finite dimensional irreducible representations of the quoted W-algebras. We also give an R-matrix for these W-algebras, and determine their center
We introduce a new class of Vertex Operator Algebras Y+ and their duals, which generalize the standa...
We study quantized enveloping algebras called twisted Yangians associated with the symmetric pairs o...
AbstractWe give explicit realizations of irreducible representations of the Yangian of the general l...
LaTeX 2e Document, 22 pagesWe show that the truncation of twisted Yangians are isomorphic to finite ...
For a large class of finite W algebras, the defining relations of a Yangian are proved to be satisfi...
We initiate a theory of highest weight representations for twisted Yangians of types B, C, D and we ...
Analogs of the classical Sylvester theorem have been known for matrices with entries in noncommutati...
We describe the twisted Yangians Y(g, h) which arise as boundary remnants of Yangians Y(g) in 1 + 1D...
We study a class of quantized enveloping algebras, called twisted Yangians, associated with the sym-...
The twisted q-Yangians are coideal subalgebras of the quantum affine algebra associated with glN. We...
8 pages, latex, 1 figure, to appear in the Proceeding of 6-th Nankai WorkshopInternational audienceT...
65 pagesInternational audienceWe study the Yangians Y(a) associated with the simple Lie algebras a o...
65 pagesInternational audienceWe study the Yangians Y(a) associated with the simple Lie algebras a o...
AbstractWe study the structure of Yangians of affine type and deformed double current algebras, whic...
We prove the equivalence of two presentations of the Yangian $Y(\mathfrak{g})$ of a simple Lie algeb...
We introduce a new class of Vertex Operator Algebras Y+ and their duals, which generalize the standa...
We study quantized enveloping algebras called twisted Yangians associated with the symmetric pairs o...
AbstractWe give explicit realizations of irreducible representations of the Yangian of the general l...
LaTeX 2e Document, 22 pagesWe show that the truncation of twisted Yangians are isomorphic to finite ...
For a large class of finite W algebras, the defining relations of a Yangian are proved to be satisfi...
We initiate a theory of highest weight representations for twisted Yangians of types B, C, D and we ...
Analogs of the classical Sylvester theorem have been known for matrices with entries in noncommutati...
We describe the twisted Yangians Y(g, h) which arise as boundary remnants of Yangians Y(g) in 1 + 1D...
We study a class of quantized enveloping algebras, called twisted Yangians, associated with the sym-...
The twisted q-Yangians are coideal subalgebras of the quantum affine algebra associated with glN. We...
8 pages, latex, 1 figure, to appear in the Proceeding of 6-th Nankai WorkshopInternational audienceT...
65 pagesInternational audienceWe study the Yangians Y(a) associated with the simple Lie algebras a o...
65 pagesInternational audienceWe study the Yangians Y(a) associated with the simple Lie algebras a o...
AbstractWe study the structure of Yangians of affine type and deformed double current algebras, whic...
We prove the equivalence of two presentations of the Yangian $Y(\mathfrak{g})$ of a simple Lie algeb...
We introduce a new class of Vertex Operator Algebras Y+ and their duals, which generalize the standa...
We study quantized enveloping algebras called twisted Yangians associated with the symmetric pairs o...
AbstractWe give explicit realizations of irreducible representations of the Yangian of the general l...