The cohomology ring of non-orientable Seifert manifolds (Q522139)
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scientific article; zbMATH DE number 6705685
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The cohomology ring of non-orientable Seifert manifolds |
scientific article; zbMATH DE number 6705685 |
Statements
The cohomology ring of non-orientable Seifert manifolds (English)
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13 April 2017
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This paper, which is in French with abstracts in both French and English, computes the cohomology ring of orientable and non-orientable Seifert manifolds with \({\mathbb Z}_{p}\) coefficients. The method used is to give an explicit \(\Delta\)-simplicial decomposition of the spaces and to make use of the Alexander-Whitney formula to compute the cup products. The main content of the paper consists of these explicit computations.
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Seifert manifold
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Alexander-Whitney formula
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\(\Delta\)-simplicial cochains
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0.9659318
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0.9644581
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0.96086705
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0.95904106
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0.92474407
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0.9160883
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0.9067656
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