A note on the algebra \(P(n)_ *(P(n))\) for the prime 2 (Q1087180)
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scientific article; zbMATH DE number 3988250
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A note on the algebra \(P(n)_ *(P(n))\) for the prime 2 |
scientific article; zbMATH DE number 3988250 |
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A note on the algebra \(P(n)_ *(P(n))\) for the prime 2 (English)
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1987
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The authors compute the algebras \(P(n)_*(P(n))\) for the prime \(p=2\), where P(n) denotes the Brown-Peterson spectrum with coefficients in the invariant prime ideal \(I_ n=(p,v_ 1,...,v_{n-1})\) in \(BP_*\). They go on to observe that several results concerning the theories \(P(n)_*(- )\) previously known for \(p>2\) carry over to the case \(p=2\).
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mod 2 Brown-Peterson homology
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Brown-Peterson spectrum
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1.0000001
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0.94222397
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0.87382334
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0.8731581
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0.8703926
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0.86900395
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0.86864173
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0.86769694
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