A note on quasi-elementary sub-Hopf algebras of the polynomial part of the odd primary Steenrod algebra
We prove that every quasi-elementary sub-Hopf algebra of the polynomial part of the odd primary Steenrod algebra must lie in a certain sub-Hopf algebra called \(D\).
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| creator | Palmieri, John H |
| description | We prove that every quasi-elementary sub-Hopf algebra of the polynomial part of the odd primary Steenrod algebra must lie in a certain sub-Hopf algebra called \(D\). |
| format | Article |
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| issn | 2331-8422 |
| language | eng |
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| subjects | Algebra Polynomials |
| title | A note on quasi-elementary sub-Hopf algebras of the polynomial part of the odd primary Steenrod algebra |
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