\({\mathbb Z}_n\)-equivariant Goeritz matrices for periodic links (Q1412390)
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scientific article; zbMATH DE number 2002264
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | \({\mathbb Z}_n\)-equivariant Goeritz matrices for periodic links |
scientific article; zbMATH DE number 2002264 |
Statements
\({\mathbb Z}_n\)-equivariant Goeritz matrices for periodic links (English)
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10 November 2003
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\(n\)-periodic covers \(l^{(n)}\) over an oriented link \(l\) are studied. The author outlines a block-wise Goeritz matrix for \(l^{(n)}\); this is a relation matrix for the group \(H_1 (M_2(l^{(n)}), \mathbb{Z})\). Also the reduced Alexander polynomial of \(l^{(n)}\) is calculated.
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covering
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periodic link
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Goeritz matrix
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reduced Alexander polynomial
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