Unstable \(BP\)-operations and typical formal groups (Q1916420)
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scientific article; zbMATH DE number 896566
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Unstable \(BP\)-operations and typical formal groups |
scientific article; zbMATH DE number 896566 |
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Unstable \(BP\)-operations and typical formal groups (English)
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10 June 1997
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This paper proves that the functor taking a \(Z_{(p)}\)-algebra \(R\) to the set of homomorphisms of \(p\)-typical formal group laws over \(R\) is represented by the ring of additive unstable \(BP\)-cooperations \(QBP_*\mathbb{B} \mathbb{P}_{2^*}\).
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Brown-Peterson cohomology
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formal group laws
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0.7541070580482483
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0.7518528699874878
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0.7493589520454407
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0.7405728101730347
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