Identities for conjugation in the Steenrod algebra

Autor: Straffin, Philip D.
Zdroj: Proceedings of the American Mathematical Society; 1975, Vol. 49 Issue: 1 p253-255, 3p
Abstrakt: Let $ \chi $ $ {\mathcal{A}_2}$
$\displaystyle S{q^{{2^n}}} + \chi (S{q^{{2^n}}}) = S{q^{{2^{n - 1}}}}\chi (S{q^{{2^{n - 1}}}})$ and generalizations of this identity both in $ {\mathcal{A}_2}$ $ {\mathcal{A}_p}$ is an odd prime.
Databáze: Supplemental Index