For each irreducible finite dimensional representation of the Lie algebra sl2(C) of 2 × 2 traceless matrices, an explicit uniform upper bound is given for the multiplicities in the cocharacter sequence of the polynomial identities satisfied by the given representation
We’ll now start the study of arbitrary irreducible representations of higher rank compact Lie groups...
Estimates for matrix coefficients of unitary representations of semisimple Lie groups have been stud...
AbstractThe higher Lie modules of the general linear group GL(V) over a finite dimensional vector sp...
Orientador: Plamen Emilov KochloukovTese (doutorado) - Universidade Estadual de Campinas, Instituto...
* Partially supported by Universita` di Bari: progetto “Strutture algebriche, geometriche e descrizi...
AbstractLet M2,1(F) be the algebra of 3×3 matrices over an algebraically closed field F of character...
Fix n\u3e2. Let s be a principally embedded sl(2)-subalgebra in sl(n). A special case of work by Jeb...
Abstract Let k be a field of characteristic 0 and L the special linear Lie algebra sl ( 2 , k ) . De...
Let k be a field of characteristic 0 and L the special linear Lie algebra sl(2,k) . Denote by L(n)⊆k...
AbstractWe determine the multiplicity of the irreducible representation V(n) of the simple Lie algeb...
AbstractLet M3(F) be the algebra of 3×3 matrices with involution * over a field F of characteristic ...
Let G be a group. The Lie algebra sl2 of 2 × 2 traceless matrices over a field K can be endowed up t...
AbstractThis paper describes finite-dimensional irreducible representations of “twisted multi-loop L...
Let sl2(K) be the Lie algebra of the 2 × 2 traceless matrices over an infinite field K of characteri...
Let M_2,1(F) be the algebra of 3×3 matrices over an algebraically closed field F of characteristic z...
We’ll now start the study of arbitrary irreducible representations of higher rank compact Lie groups...
Estimates for matrix coefficients of unitary representations of semisimple Lie groups have been stud...
AbstractThe higher Lie modules of the general linear group GL(V) over a finite dimensional vector sp...
Orientador: Plamen Emilov KochloukovTese (doutorado) - Universidade Estadual de Campinas, Instituto...
* Partially supported by Universita` di Bari: progetto “Strutture algebriche, geometriche e descrizi...
AbstractLet M2,1(F) be the algebra of 3×3 matrices over an algebraically closed field F of character...
Fix n\u3e2. Let s be a principally embedded sl(2)-subalgebra in sl(n). A special case of work by Jeb...
Abstract Let k be a field of characteristic 0 and L the special linear Lie algebra sl ( 2 , k ) . De...
Let k be a field of characteristic 0 and L the special linear Lie algebra sl(2,k) . Denote by L(n)⊆k...
AbstractWe determine the multiplicity of the irreducible representation V(n) of the simple Lie algeb...
AbstractLet M3(F) be the algebra of 3×3 matrices with involution * over a field F of characteristic ...
Let G be a group. The Lie algebra sl2 of 2 × 2 traceless matrices over a field K can be endowed up t...
AbstractThis paper describes finite-dimensional irreducible representations of “twisted multi-loop L...
Let sl2(K) be the Lie algebra of the 2 × 2 traceless matrices over an infinite field K of characteri...
Let M_2,1(F) be the algebra of 3×3 matrices over an algebraically closed field F of characteristic z...
We’ll now start the study of arbitrary irreducible representations of higher rank compact Lie groups...
Estimates for matrix coefficients of unitary representations of semisimple Lie groups have been stud...
AbstractThe higher Lie modules of the general linear group GL(V) over a finite dimensional vector sp...