We prove that the singularities of the -matrix () of the minimal quantization of the adjoint representation of the Yangian () of a finite dimensional simple Lie algebra are the opposite of the roots of the monic polynomial () entering in the OPE expansions of quantum fields of conformal weight 3/2 of the universal minimal affine -algebra at level attached t
65 pagesInternational audienceWe study the Yangians Y(a) associated with the simple Lie algebras a o...
A quantization of a non-standard rational solution of CYBE for sit is given explicitly. We obtain th...
A quantization of a non-standard rational solution of CYBE for sit is given explicitly. We obtain th...
© 2020 World Scientific Publishing Company. We prove that the singularities of the R-matrix R(k) of ...
AbstractWe give a quantum analog of Sylvester's theorem where numerical matrices are replaced with n...
14 pages, SPTh-92-134, (The Tex has been corrected)International audienceWe review some aspects of t...
14 pages, SPTh-92-134, (The Tex has been corrected)International audienceWe review some aspects of t...
The Yangian Yg and quantum loop algebra Uq(Lg) of a complex semisimple Lie algebra g share very many...
The Yangian Yg and quantum loop algebra Uq(Lg) of a complex semisimple Lie algebra g share very many...
AbstractWe give a quantum analog of Sylvester's theorem where numerical matrices are replaced with n...
double DY (Qn) and the central extension of quantum double are described as a results of quantizatio...
Let g be an affine Lie algebra with associated Yangian Y_hg. We prove the existence of two meromorph...
Analogs of the classical Sylvester theorem have been known for matrices with entries in noncommutati...
Abstract. The main purpose of this note is to give a proof of a statement of V. Drinfeld in [Dr1] re...
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...
A quantization of a non-standard rational solution of CYBE for sit is given explicitly. We obtain th...
A quantization of a non-standard rational solution of CYBE for sit is given explicitly. We obtain th...
© 2020 World Scientific Publishing Company. We prove that the singularities of the R-matrix R(k) of ...
AbstractWe give a quantum analog of Sylvester's theorem where numerical matrices are replaced with n...
14 pages, SPTh-92-134, (The Tex has been corrected)International audienceWe review some aspects of t...
14 pages, SPTh-92-134, (The Tex has been corrected)International audienceWe review some aspects of t...
The Yangian Yg and quantum loop algebra Uq(Lg) of a complex semisimple Lie algebra g share very many...
The Yangian Yg and quantum loop algebra Uq(Lg) of a complex semisimple Lie algebra g share very many...
AbstractWe give a quantum analog of Sylvester's theorem where numerical matrices are replaced with n...
double DY (Qn) and the central extension of quantum double are described as a results of quantizatio...
Let g be an affine Lie algebra with associated Yangian Y_hg. We prove the existence of two meromorph...
Analogs of the classical Sylvester theorem have been known for matrices with entries in noncommutati...
Abstract. The main purpose of this note is to give a proof of a statement of V. Drinfeld in [Dr1] re...
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...
A quantization of a non-standard rational solution of CYBE for sit is given explicitly. We obtain th...
A quantization of a non-standard rational solution of CYBE for sit is given explicitly. We obtain th...