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- Knots: a Handout for Summer Math Program
- Knots, Lassos, and Links
- Realizing Isomorphisms Between First Homology Groups of Closed 3-Manifolds by Borromean Surgeries Delphine Moussard
- Arxiv:1303.6371V1 [Math.GT]
- Linking Number and Milnor Invariants
- Knot Theory and Its Applications
- States, Link Polynomials, and the Tait Conjectures a Thesis Submitted by Richard Louis Rivero to the Department of Mathematics H
- KNOTS and KNOT GROUPS Herath B
- A Partial Ordering of Knots Through Diagrammatic Unknotting
- A Linking Number Definition of the Affine Index Polynomial and Applications
- Enhanced Linking Numbers
- Self-Linking and the Gauss Integral in Higher Dimensions James H. White
- Lecture Notes Knot Theory and Applications
- Effective Invariants of Transverse Knots
- Relations Among Topological and Contact Knot Invariants
- KNOTS KNOTES Contents 1. Motivation, Basic Definitions And
- Unrestricted Virtual Braids, Fused Links and Other Quotients of Virtual Braid Groups Valeriy Bardakov, Paolo Bellingeri, Celeste Damiani
- Algebraic Linking Numbers of Knots in 3–Manifolds 1 Introduction