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- Pretzel_link abstract "In knot theory, a branch of mathematics, a pretzel link is a special kind of link. A pretzel link which is also a knot (i.e. a link with one component) is a pretzel knot.In the standard projection of the pretzel link, there are left-handed crossings in the first tangle, in the second, and, in general, in the nth.A pretzel link can also be described as a Montesinos link with integer tangles.".
- Pretzel_link thumbnail Pretzel_knot.svg?width=300.
- Pretzel_link wikiPageID "1286130".
- Pretzel_link wikiPageRevisionID "604087236".
- Pretzel_link hasPhotoCollection Pretzel_link.
- Pretzel_link subject Category:3-manifolds.
- Pretzel_link subject Category:Pretzel_knots_and_links.
- Pretzel_link comment "In knot theory, a branch of mathematics, a pretzel link is a special kind of link. A pretzel link which is also a knot (i.e. a link with one component) is a pretzel knot.In the standard projection of the pretzel link, there are left-handed crossings in the first tangle, in the second, and, in general, in the nth.A pretzel link can also be described as a Montesinos link with integer tangles.".
- Pretzel_link label "Brezelknoten".
- Pretzel_link label "Pretzel link".
- Pretzel_link sameAs Brezelknoten.
- Pretzel_link sameAs m.04q5dp.
- Pretzel_link sameAs Q3528575.
- Pretzel_link sameAs Q3528575.
- Pretzel_link wasDerivedFrom Pretzel_link?oldid=604087236.
- Pretzel_link depiction Pretzel_knot.svg.
- Pretzel_link isPrimaryTopicOf Pretzel_link.