Pages that link to "Item:Q2905196"
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The following pages link to A characteristic-free decomposition of tensor space as a Brauer algebra module. (Q2905196):
Displaying 9 items.
- Decomposition numbers for Brauer algebras of type \(G(m,p,n)\) in characteristic zero. (Q393511) (← links)
- Specht filtrations and tensor spaces for the Brauer algebra. (Q944966) (← links)
- Brauer algebras with parameter \(n=2\) acting on tensor space. (Q1029581) (← links)
- The composition factors of \(F_ p[x_ 1, x_ 2, x_ 3]\) as a \(GL(3, p)\)-module (Q1188148) (← links)
- Presentations of categories of modules using the Cautis-Kamnitzer-Morrison principle (Q1737952) (← links)
- Weyl modules for the Schur algebra of the alternating group. (Q1858248) (← links)
- A modified Brauer algebra as centralizer algebra of the unitary group (Q4813835) (← links)
- LIE POWERS OF THE NATURAL MODULE FOR GL(2,K) (Q4914424) (← links)
- A combinatorial translation principle and diagram combinatorics for the general linear group (Q6185780) (← links)
