On the anti-automorphism of the Steenrod algebra: II
The relations of Barratt and Miller are shown to include all relations among the elements $P^iχP^{n-i}$ in the mod $p$ Steenrod algebra, and a minimal set of relations is given.
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Publications and source records attributed to Vincent Giambalvo.
The relations of Barratt and Miller are shown to include all relations among the elements $P^iχP^{n-i}$ in the mod $p$ Steenrod algebra, and a minimal set of relations is given.