Irreducible modules of ${\mathfrak{sl}}_{mp}$ in characteristic $p$ with regular or subregular nilpotent $p$-character

Bin Liu, Bin Shu, Xin Wen

Let $\bbk$ be an algebraically closed field of prime characteristic $p$. If $p$ does not divide $n$, irreducible modules over ${\mathfrak{sl}}_n$ for regular and subregular nilpotent re…