Irreducible representations of q-Schur superalgebras at a root of unity

Abstract

Under the assumption that the quantum parameter $q$ is an $l$-th primitive root of unity with $l$ odd in a field $F$ of characteristic 0 and $m+n\ge r$, we obtained a complete classification of irreducible modules of the $q$-Schur superalgebra introduced H. Rui and the first Author.

50 pages

References in corpus (1)

• A new proof of the Mullineux conjecture