AbstractWe compute matrix units for Brauer's centralizer algebras and Hecke algebras of type A. This can be used to construct a complete system of matrix units of the centralizers of tensor products of classical Lie groups (except SO(2n)) and their quantum deformations. The calculation is done by induction inspired by path models for special operator algebras. It is similar to the calculation of Young's orthogonal matrix units for the symmetric group as given by Rutherford
It has been well-known for some time that there are generalizations of Schur-Weyl duality between v...
Tensor products of natural modules and their centralizers are well-studied in the literature. This t...
The centralizer of a square-central skew-symmetric unit in a central simple algebra with orthogonal ...
AbstractWe compute matrix units for Brauer's centralizer algebras and Hecke algebras of type A. This...
ABSTRACT. An explicit combinatorial construction is given for the cellular bases, in the sense of Gr...
AbstractLet V be the minuscule representation of the Lie algebra g(EN), N=6,7. We show that the cent...
• Centralizer algebra for tensor product decompositions of classical groups • Quantum version (BMW, ...
AbstractIn our recent papers the centralizer construction was applied to the series of classical Lie...
International audienceWe show that the counting of observables and correlators for a 3-index tensor ...
Abstract We show that the counting of observables and correlators for a 3-index tensor model are org...
Let k be a _eld and let l < m be positive integers. We compute the blocks of the centralizer of the...
The aim is to describe and study the algebras of the tensor and vertex operators by means of the R-m...
Let k be a _eld and let l < m be positive integers. We compute the blocks of the centralizer of the...
Let k be a _eld and let l < m be positive integers. We compute the blocks of the centralizer of the...
AbstractWe define a new q-deformation of Brauerʼs centralizer algebra which contains Hecke algebras ...
It has been well-known for some time that there are generalizations of Schur-Weyl duality between v...
Tensor products of natural modules and their centralizers are well-studied in the literature. This t...
The centralizer of a square-central skew-symmetric unit in a central simple algebra with orthogonal ...
AbstractWe compute matrix units for Brauer's centralizer algebras and Hecke algebras of type A. This...
ABSTRACT. An explicit combinatorial construction is given for the cellular bases, in the sense of Gr...
AbstractLet V be the minuscule representation of the Lie algebra g(EN), N=6,7. We show that the cent...
• Centralizer algebra for tensor product decompositions of classical groups • Quantum version (BMW, ...
AbstractIn our recent papers the centralizer construction was applied to the series of classical Lie...
International audienceWe show that the counting of observables and correlators for a 3-index tensor ...
Abstract We show that the counting of observables and correlators for a 3-index tensor model are org...
Let k be a _eld and let l < m be positive integers. We compute the blocks of the centralizer of the...
The aim is to describe and study the algebras of the tensor and vertex operators by means of the R-m...
Let k be a _eld and let l < m be positive integers. We compute the blocks of the centralizer of the...
Let k be a _eld and let l < m be positive integers. We compute the blocks of the centralizer of the...
AbstractWe define a new q-deformation of Brauerʼs centralizer algebra which contains Hecke algebras ...
It has been well-known for some time that there are generalizations of Schur-Weyl duality between v...
Tensor products of natural modules and their centralizers are well-studied in the literature. This t...
The centralizer of a square-central skew-symmetric unit in a central simple algebra with orthogonal ...
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