10 citations · 15 across the 8 of their papers we have counts for
8 papers
Limits of Multiplicities in Excellent Filtrations and Tensor Product Decompositions for Affine Kac-Moody Algebras
Dijana Jakelić, Adriano Moura
We express the multiplicities of the irreducible summands of certain tensor products of irreducible integrable modules for an affine Kac-Moody algebra over a simply laced Lie algeb…
Tensor products, characters, and blocks of finite-dimensional representations of quantum affine algebras at roots of unity
Dijana Jakelic, Adriano Moura
We establish several results concerning tensor products, q-characters, and the block decomposition of the category of finite-dimensional representations of quantum affine algebras…
Structure of T modules and restricted duals: the classical and the quantum case
Dijana Jakelic
A concrete realization of Enright's modules is obtained. This is used to show their self-duality. As a consequence, the restricted duals of Verma modules are also identified.
On multiplicity problems for finite-dimensional representations of hyper loop algebras
Dijana Jakelic, Adriano Moura
Given a hyper loop algebra over a non-algebraically closed field, we address multiplicity problems in the underlying abelian tensor category of finite-dimensional representations.…
Finite-Dimensional Representations of Hyper Loop Algebras Over Non-Algebraically Closed Fields
Dijana Jakelic, Adriano Moura
We study finite-dimensional representations of hyper loop algebras over non-algebraically closed fields. The main results concern the classification of the irreducible representati…
Finite-Dimensional Representations of Hyper Loop Algebras
Dijana Jakelic, Adriano Moura
We study finite-dimensional representations of hyper loop algebras, i.e., the hyperalgebras over an algebraically closed field of positive characteristic associated to the loop alg…