Add to ORKGWe give a classification of n-component links up to Cn-move. In order to prove this classification, we characterize Brunnian links, and have that a Brunnian link is ambient isotopic to a band sum of a trivial link and Milnor’s links
AbstractIn this note, we will study Δ link homotopy (or self Δ-equivalence), which is an equivalence...
Abstract. In this paper we generalize Milnor’s µ-invariants of classical links to certain (“κ-Brunni...
We classify smooth Brunnian (i.e., unknotted on both components) embeddings (S2 × S1) ⊔ S3 → ℝ6. Any...
AbstractWe give a classification of n-component links up to Cn-move. In order to prove this classifi...
To an oriented link in a solid torus we associate a trace graph in a thickened torus in such a way t...
International audienceTo an oriented link in a solid torus we associate a trace graph in a thickened...
Abstract. We provide an alternative proof that Koschorke’s κ-invariant is injective on the set of li...
Abstract. A pass-move and a #-move are local moves on oriented links defined by L. H. Kau¤man and H....
A link is an embedding of some number of circles into three dimensional space that may be knotted or...
We construct a sequence of concordance invariants for classical links, which depend on the periphera...
Suppose there is a link K consisting of two disjoint embedded 2-spheres S12, S22 in R5. By the Hurew...
Abstract A braid-like isotopy for links in 3–space is an isotopy which uses only those Reidemeister ...
We use an action, of 2l-component string links on l-component string links, defined by the first aut...
Delta link-homotopy is an equivalence relation on oriented links generated by delta moves on the sam...
Abstract. Physical knots and links are one-dimensional submanifolds of R3 with fixed length and thic...
AbstractIn this note, we will study Δ link homotopy (or self Δ-equivalence), which is an equivalence...
Abstract. In this paper we generalize Milnor’s µ-invariants of classical links to certain (“κ-Brunni...
We classify smooth Brunnian (i.e., unknotted on both components) embeddings (S2 × S1) ⊔ S3 → ℝ6. Any...
AbstractWe give a classification of n-component links up to Cn-move. In order to prove this classifi...
To an oriented link in a solid torus we associate a trace graph in a thickened torus in such a way t...
International audienceTo an oriented link in a solid torus we associate a trace graph in a thickened...
Abstract. We provide an alternative proof that Koschorke’s κ-invariant is injective on the set of li...
Abstract. A pass-move and a #-move are local moves on oriented links defined by L. H. Kau¤man and H....
A link is an embedding of some number of circles into three dimensional space that may be knotted or...
We construct a sequence of concordance invariants for classical links, which depend on the periphera...
Suppose there is a link K consisting of two disjoint embedded 2-spheres S12, S22 in R5. By the Hurew...
Abstract A braid-like isotopy for links in 3–space is an isotopy which uses only those Reidemeister ...
We use an action, of 2l-component string links on l-component string links, defined by the first aut...
Delta link-homotopy is an equivalence relation on oriented links generated by delta moves on the sam...
Abstract. Physical knots and links are one-dimensional submanifolds of R3 with fixed length and thic...
AbstractIn this note, we will study Δ link homotopy (or self Δ-equivalence), which is an equivalence...
Abstract. In this paper we generalize Milnor’s µ-invariants of classical links to certain (“κ-Brunni...
We classify smooth Brunnian (i.e., unknotted on both components) embeddings (S2 × S1) ⊔ S3 → ℝ6. Any...