#### Volume 6, issue 1 (2002)

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Seifert forms and concordance

### Charles Livingston

Geometry & Topology 6 (2002) 403–408
 arXiv: math.GT/0101035
##### Abstract

If a knot $K$ has Seifert matrix ${V}_{K}$ and has a prime power cyclic branched cover that is not a homology sphere, then there is an infinite family of non–concordant knots having Seifert matrix ${V}_{K}$.

##### Keywords
concordance, Seifert matrix, Alexander polynomial
Primary: 57M25
Secondary: 57N70
##### Publication
Received: 21 August 2001
Revised: 21 April 2002
Accepted: 22 August 2002
Published: 5 September 2002
Proposed: Cameron Gordon
Seconded: Ronald Stern, Walter Neumann
##### Authors
 Charles Livingston Department of Mathematics Indiana University Bloomington Indiana 47405 USA