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math.RT2008
The complexity of certain Specht modules for the symmetric group
David J. Hemmer
During the 2004-2005 academic year the VIGRE algebra research group at the University of Georgia computed the complexities of certain Specht modules S^λfor the symmetric group, usi…
math.RT2008
Cohomology and generic cohomology of Specht modules for the symmetric group
David J. Hemmer
Cohomology of Specht modules for the symmetric group can be equated in low degrees with corresponding cohomology for the Borel subgroup B of the general linear group GL_d(k), but t…
math.RT2008
On the cohomology of Young modules for the symmetric group
Frederick R. Cohen, David J. Hemmer, Daniel K. Nakano
The main result of this paper is an application of the topology of the space to obtain results for the cohomology of the symmetric group on letters, , with `twisted…