activity
20112020
most citedOn the Brauer constructions and generic Jordan types of Young modules

6 citations · 10 across the 2 of their papers we have counts for

collaborators

6 papers

math.RT2020

On signed -Kostka matrices

Eugenio Giannelli, Kay Jin Lim

We show that the signed -Kostka numbers depend just on -Kostka numbers and the multiplicities of projective indecomposable modules in certain signed Young permutation modules…

math.RT2019

Jantzen filtration of Weyl modules, product of Young symmetrizers and denominator of Young's seminormal basis

Ming Fang, Kay Jin Lim, Kai Meng Tan

Let be a connected reductive algebraic group over an algebraically closed field of characteristic , denote the Weyl module of of highest weight and $ι_{λ,μ}…

math.RT2019

A note on the signature representations of the symmetric groups

Kay Jin Lim, Jialin Wang

For a partition λ and a prime p, we prove a necessary and sufficient condition for there exists a composition δ such that δ can be obtained from λ after rearrangement and all the p…

math.RT20176 cited

On the Brauer constructions and generic Jordan types of Young modules

Yu Jiang, Kay Jin Lim, Jia Lin Wang

Let p be a prime number. We study the dimensions of Brauer constructions of Young and Young permutation modules with respect to p-subgroups of the symmetric groups. They depend onl…

math.RT2011

The Schur functor on tensor powers

Kay Jin Lim, Kai Meng Tan

Let be a left module for the Schur algebra , and let . Then is a -bimodule, where the symmetric group $\…

math.RT20114 cited

Specht modules with abelian vertices

Kay Jin Lim

In this article, we consider indecomposable Specht modules with abelian vertices. We show that the corresponding partitions are necessarily -cores where is the characteris…