1 citations · 1 across the 9 of their papers we have counts for
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Irreducible modules of in characteristic with regular or subregular nilpotent -character
Bin Liu, Bin Shu, Xin Wen
Let $\bbk$ be an algebraically closed field of prime characteristic . If does not divide , irreducible modules over for regular and subregular nilpotent re…
On enhanced reductive groups (II): Finiteness of nilpotent orbits under enhanced group action and their closures
Bin Shu, Yunpeng Xue, Yufeng Yao
This is a sequel to \cite{osy} and \cite{sxy}. Associated with $G:=\GL_n$ and its rational representation over an algebraically closed filed $\bk$, we define an enhanced a…
Quasi-simple modules and Loewy lengths in modular representations of reductive Lie algebras
Yi-Yang Li, Bin Shu, Yu-Feng Yao
Let be a reductive Lie algebra over an algebraically closed field of characteristic . In this paper, we study the representations of with a -character $…
On Chevalley restriction theorem for semi-reductive algebraic groups and its applications
Ke Ou, Bin Shu, Yu-Feng Yao
An algebraic group is called semi-reductive if it is a semi-direct product of a reductive subgroup and the unipotent radical. Such a semi-reductive algebraic group naturally arises…