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Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras""On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Also see Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group? here on MO

Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Also see Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group? here on MO

Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Also see Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group? here on MO

replaced http://mathoverflow.net/ with https://mathoverflow.net/
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Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Also see Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group?Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group? here on MO

Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Also see Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group? here on MO

Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Also see Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group? here on MO

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Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Also see Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group? here on MO

Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Decided to move a link in one of my comments to an answer - just for convenience.

Some detailed information about close connection between the Milnor dual of the Steenrod algebra and the automorphism group scheme of the additive group scheme is given in the paper "On Realizations of the Steenrod Algebras" by Lebedev and Leites (Journal of Prime Research in Mathematics 2 (2007) 1–13)

Also see Is there a high-concept explanation of the dual Steenrod algebra as the automorphism group scheme of the formal additive group? here on MO

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