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math.AT2011★ 1 cited
Relations among the kernels and images of {S}teenrod squares acting on right -modules
Shaun V. Ault
In this note, we examine the right action of the Steenrod algebra on the homology groups $H_*(BV_s, \F_2)$, where $V_s = \F_2^s$. We find a relationship between the i…
math.AT2011★ 1 cited
On the Homology of Elementary Abelian Groups as Modules over the Steenrod Algebra
Shaun V. Ault, William Singer
We examine the dual of the so-called "hit problem", the latter being the problem of determining a minimal generating set for the cohomology of products of infinite projective space…