International audienceTo an oriented link in a solid torus we associate a trace graph in a thickened torus in such a way that links are isotopic if and only if their trace graphs can be related by moves of finitely many standard types. The key ingredient is a study of codimension 2 singularities of link diagrams. For closed braids with a. fixed number of strands, trace graphs can be recognized up to equivalence excluding one type of moves in polynomial time with respect to the braid length
We will examine the relationship between Klein links and Torus links, using both diagrammatic techni...
Torus-covering links and their triple linking numbers Inasa Nakamura (RIMS, Kyoto University) This r...
AbstractThe signed graphs of tangles or of tunnel links (special links in {R3-two parallel lines}) a...
International audienceTo an oriented link in a solid torus we associate a trace graph in a thickened...
To an oriented link in a solid torus we associate a trace graph in a thickened torus in such a way t...
To a closed braid in a solid torus we associate a trace graph in a thickened torus in such a way tha...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
We introduce a framework to analyze knots and links in an unmarked solid torus. We discuss invariant...
Abstract A braid-like isotopy for links in 3–space is an isotopy which uses only those Reidemeister ...
Abstract A braid-like isotopy for links in 3–space is an isotopy which uses only those Reidemeister ...
We will examine the relationship between Klein links and Torus links, using both diagrammatic techni...
Torus-covering links and their triple linking numbers Inasa Nakamura (RIMS, Kyoto University) This r...
AbstractThe signed graphs of tangles or of tunnel links (special links in {R3-two parallel lines}) a...
International audienceTo an oriented link in a solid torus we associate a trace graph in a thickened...
To an oriented link in a solid torus we associate a trace graph in a thickened torus in such a way t...
To a closed braid in a solid torus we associate a trace graph in a thickened torus in such a way tha...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
In this paper we introduce and study the theories of pseudo links and singular links in the Solid To...
We introduce a framework to analyze knots and links in an unmarked solid torus. We discuss invariant...
Abstract A braid-like isotopy for links in 3–space is an isotopy which uses only those Reidemeister ...
Abstract A braid-like isotopy for links in 3–space is an isotopy which uses only those Reidemeister ...
We will examine the relationship between Klein links and Torus links, using both diagrammatic techni...
Torus-covering links and their triple linking numbers Inasa Nakamura (RIMS, Kyoto University) This r...
AbstractThe signed graphs of tangles or of tunnel links (special links in {R3-two parallel lines}) a...