Odd primary Steenrod algebra, additive formal group laws, and modular invariants

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  • Inoue Masateru
    Department of Mathematics, Graduate School of Science, Kyoto University

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  • Odd primary Steenrod algebra, additive formal group laws, and modular invariant

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We give a conceptual clarification of Milnor's theorem, which tells us the Hopf algebra structure of the stable co-operations H*H in the odd primary ordinary cohomology. Directly connecting H*H with the quasi-strict automorphism group of some 1-dimensional additive formal group law and modular invariants, we give a new proof of this theorem of Milnor.

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