1986•TopologyOpen access

Knots and links in codimension greater than 2

Nathan Habegger

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Abstract

A classification of links in codimension greater than 2 in the manifold S1 ×Rn − 1 is obtained. Exact sequences involving classical knot and link groups in codimension greater than 2 are given a surgery theoretical interpretation.

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A classification of links in codimension greater than 2 in the manifold S1 ×Rn − 1 is obtained. Exact sequences involving classical knot and link groups in codimension greater than 2 are given a surgery theoretical interpretation.

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Available abstract

A classification of links in codimension greater than 2 in the manifold S1 ×Rn − 1 is obtained. Exact sequences involving classical knot and link groups in codimension greater than 2 are given a surgery theoretical interpretation.

Key concepts: Codimension, Knot (papermaking), Mathematics, Pure mathematics, Interpretation (philosophy), Combinatorics, Computer science, Chemical engineering

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