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Signature of a knot
Arxiv:Math/0307077V4
Order 2 Algebraically Slice Knots 1 Introduction
On Signatures of Knots
Grid Homology for Knots and Links
The Concordance Genus of Knots 1 Introduction and Basic Results
Applied Topology Methods in Knot Theory
The L^ 2 Signature of Torus Knots
LINKING NUMBERS in RATIONAL HOMOLOGY 3-SPHERES, CYCLIC BRANCHED COVERS and INFINITE CYCLIC COVERS Introduction Let K ∪ K
The Levine-Tristram Signature: a Survey
Section 6.3. Signature of a Knot, and Other S-Equivalent Invariants
Grid Homology for Knots and Links Peter S. Ozsváth, András I. Stipsicz
ON SLICING INVARIANTS of KNOTS 1. Introduction the Unknotting Number of a Knot Is the Minimum Number of Crossing Changes Require
Slice Knots Concordance Group
[Math.GT] 2 Aug 2005
A Knot Invariant Via Representation Spaces
NOTES on the LEVINE-TRISTRAM SIGNATURE FUNCTION These
Arxiv:Math/0310203V1 [Math.GT] 14 Oct 2003 Ucino Nti Ocrac Nain,Adpasakyrl Nt in Role Key in a Plays Values and Taking Invariant, and Concordance a 1, Is Value [L]
Structure in the Classical Knot Concordance Group
Top View
Knot Concordance
On Slicing Invariants of Knots
A Friendly Introduction to Knots in Three and Four Dimensions
Knot Concordances and Alternating Knots