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Marco Golla
Marco Golla
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Geometric interpretation of the conjugation operation in the dual steenrodSteenrod algebra

As the dual mod 2 steenrodSteenrod algebra,A $A$, is a Hopf algebra, it has the conjugation operation, $\chi:A-->A$$\chi:A\to A$. Milnor also gives a formula for this.

I wonder if there is any source telling about a geometric interpretation of this operation.

Best!

Geometric interpretation of the conjugation operation in the dual steenrod algebra

As the dual mod 2 steenrod algebra,A, is a Hopf algebra, it has the conjugation operation, $\chi:A-->A$. Milnor also gives a formula for this.

I wonder if there is any source telling about a geometric interpretation of this operation.

Best!

Geometric interpretation of the conjugation operation in the dual Steenrod algebra

As the dual mod 2 Steenrod algebra, $A$, is a Hopf algebra, it has the conjugation operation, $\chi:A\to A$. Milnor also gives a formula for this.

I wonder if there is any source telling about a geometric interpretation of this operation.

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edit approved Oct 3, 2015 at 10:04
user43326
edit approved Oct 3, 2015 at 10:04
user43326
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DavidT
DavidT
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Geometric interpretation of the conjugation operation in the dual steenrod algebra

As the dual mod 2 steenrod algebra,A, is a Hopf algebra, it has the conjugation operation, $\chi:A-->A$. Milnor also gives a formula for this.

I wonder if there is any source telling about a geometric interpretation of this operation.

Best!