6 citations · 11 across the 4 of their papers we have counts for
4 papers
Totally ordered pseudo q-factorization graphs and prime factorization
Matheus Brito, Adriano Moura, Clayton Silva
In an earlier publication, the last two authors showed that a finite-dimensional module for a quantum affine algebra of type whose -factorization graph is totally ordered is…
Reality determining subgraphs and strongly real modules
Matheus Brito, Adriano Moura, Clayton Silva
The concept of pseudo q-factorization graphs was recently introduced by the last two authors as a combinatorial language which is suited for capturing certain properties of Drinfel…
Three-vertex prime graphs and reality of trees
Adriano Moura, Clayton Silva
We continue the study of prime simple modules for quantum affine algebras from the perspective of -fatorization graphs. In this paper we establish several properties related to…
On the primality of totally ordered -factorization graphs
Adriano Moura, Clayton Silva
We introduce the combinatorial notion of a -fatorization graph intended as a tool to study and express results related to the classification of prime simple modules for quantum…