G. Benkart

activity

19982008

most citedThe Recognition Theorem for Graded Lie Algebras of Prime Characteristic

2 citations · 4 across the 7 of their papers we have counts for

collaborators

Showing 2003Show all

2 papers · 1 filter

math.QA2003★ 2 cited

Irreducible Modules for the Quantum Affine Algebra $U_{q} (s l^_{2})$ and its Borel subalgebra $U_{q} (s l^_{2})^{\geq 0}$

Georgia Benkart, Paul Terwilliger

Let $U_{q} (s l^_{2})^{\geq 0}$ denote the Borel subalgebra of the quantum affine algebra $U_{q} (s l^_{2})$ . We show that the following hold for any choice of scalars $ε_{0}, ε_{1}$ fro…

math.RT2003

A(n,n)-graded Lie superalgebras

G. Benkart, A. Elduque, C. Martinez

We determine the Lie superalgebras over fields of characteristic zero that are graded by the root system A(n,n) of the special linear Lie superalgebra psl(n+1,n+1).

Irreducible Modules for the Quantum Affine Algebra Uq​(sl^2​) and its Borel subalgebra Uq​(sl^2​)≥0

A(n,n)-graded Lie superalgebras

Irreducible Modules for the Quantum Affine Algebra $U_{q} (s l^_{2})$ and its Borel subalgebra $U_{q} (s l^_{2})^{\geq 0}$