Gröbner basis and Anick's resolution for U_{F_2}(sl^+_3)

Abstract

We compute three first steps of a minimal projective resolution for the trivial module over U_{F_2}(sl^+_3).

18p.

References in corpus (1)

• The Kostant form of $\mathfrak{U}(s{l}_n^{+})$ and the Borel subalgebra of the Schur algebra S(n,r)