116 citations · 721 across the 70 of their papers we have counts for
5 papers · 1 filter
Yangians, Integrable Quantum Systems and Dorey's rule
Vyjayanthi Chari, Andrew Pressley
We study tensor products of fundamental representations of Yangians and show that the fundamental quotients of such tensor products are given by Dorey's rule.
Quantum Affine Algebras and their Representations
V. Chari, A. N. Pressley
We prove a highest weight theorem classifying irerducible finite--dimensional representations of quantum affine algebras and survey what is currently known about the structure of t…
Minimal Affinizations of Representations of quantum groups: the U_q(g)--module structure
V. Chari
We describe the underlying U_q(g)--module structure of representations of quantum affine algebras.
Minimal Affinizations of Representations of Quantum Groups: the simply--laced case
V. Chari, A. N. Pressley
We continue our study of minimal affinizations for algebras of type D, E.
Minimal Affinizations of Representations of Quantum Groups: the rank 2 case
V. Chari
We define the notion of a minimal affinization of an irreducible representation of . We prove that minimal affinizations exist and establish their uniqueness in the rank 2…