Highly Influenced

6 Excerpts

- Published 1999

The Dickson Algebra on q-variables is the algebra of invariants of the action of the mod-2 general linear group on a polynomial algebra in q-variables. We study the structure of certain ideals in this algebra as a module over the Steenrod Algebra A, and develop methods to determine which elements are hit by Steenrod operations. This allows us to display a very small set of A-generators for these ideals and show that the set is minimal in some cases.

@inproceedings{Giambalvo1999AgeneratorsFI,
title={A-generators for Ideals in the Dickson Algebra},
author={V. Giambalvo},
year={1999}
}