knot-theory
Articles
- Average crossing number
- Knot energy
- Dowker–Thistlethwaite notationMathematical notation for describing the structure of knots
- Racks and quandlesSets with binary operations analogous to the Reidemeister moves used on knot diagrams
- History of knot theorynone
- Racks and quandlesSets with binary operations analogous to the Reidemeister moves used on knot diagrams
- Conway notation (knot theory)Notation used to describe knots based on operations on tangles
- Conway notation (knot theory)Notation used to describe knots based on operations on tangles
- Biracks and biquandlesSpecial ordered sets
- Knot thickness
- Average crossing number
- Satellite knotType of mathematical knot
- Knot energy
- Skein relationRelation between triples of links differing by 1 crossing, used to compute knot invariants
- Dehornoy order
- Bracket polynomialPolynomial invariant of framed links
- Average crossing number
- WritheInvariant of a knot diagram
- Knot energy
- Möbius energyParticular knot energy
- Knot tabulationAttempt to classify and tabulate all possible knots
- Conway notation (knot theory)Notation used to describe knots based on operations on tangles
- Eilenberg–Mazur swindleMethod of proof involving paradoxical properties of infinite sums
- Ribbon knotType of mathematical knot
- Tangle (mathematics)Approach to knot theory by John Conway
- Jones polynomialMathematical invariant of a knot or link
- Racks and quandlesSets with binary operations analogous to the Reidemeister moves used on knot diagrams
- Hyperbolic linkType of mathematical link
- HOMFLY polynomialPolynomials arising in knot theory
- History of knot theorynone
- Racks and quandlesSets with binary operations analogous to the Reidemeister moves used on knot diagrams
- Conway notation (knot theory)Notation used to describe knots based on operations on tangles
- Average crossing number
- Knot energy
- Racks and quandlesSets with binary operations analogous to the Reidemeister moves used on knot diagrams
- Conway notation (knot theory)Notation used to describe knots based on operations on tangles
- Dowker–Thistlethwaite notationMathematical notation for describing the structure of knots
- Knot energy
- Average crossing number
- History of knot theorynone
- Conway algebraAlgebraic structure
- Wirtinger presentationGroup presentations useful in knot theory
- Alexander polynomialKnot invariant
- Fox n-coloring
- Milnor map