We characterise positive braid links with positive Seifert form via a finite number of forbidden minors. From this we deduce a one-to-one correspondence between prime positive braid links with positive Seifert form and simply laced Dynkin diagrams, as well as a simple classification of alternating positive braid knots
Rossler positive braids are defined and denoted by Rm+. We represented a general form of Rossler pos...
AbstractThis paper studies Artin's braid monoids using combinatorial methods. More precisely, we inv...
Based on recent work by Futer, Kalfagianni and Purcell, we prove that the volume of sufficiently com...
The objects of study in this thesis are knots. More precisely, positive braid knots, which include a...
We prove some necessary conditions for a link to be either concordant to a quasi-positive link, quas...
International audienceWe derive a linear estimate of the signature of positive knots, in terms of th...
We show that a positive braid knot has maximal topological 4-genus exactly if it has maximal signatu...
SUMMARY: This paper is concerned with 8 1 0 knots and its braids. The braids structure plays a very ...
We prove that any link admitting a diagram with a single negative crossing is strongly quasipositive...
This thesis has six chapters. In Chapters 1 and 2, we give the definitions and examples of the main ...
AbstractRossler positive braids are defined and denoted by Rm+. We represented a general form of Ros...
Strongly quasipositive links are those links which can be seen as closures of positive braids in te...
Roughly, this thesis can be divided into three parts. In the first part, we study the Galois conjug...
Thesis advisor: Julia E. GrigsbyWe use the Birman-Ko-Lee presentation of the braid group to show tha...
We prove that any link admitting a diagram with a single negative crossing is strongly quasipositive...
Rossler positive braids are defined and denoted by Rm+. We represented a general form of Rossler pos...
AbstractThis paper studies Artin's braid monoids using combinatorial methods. More precisely, we inv...
Based on recent work by Futer, Kalfagianni and Purcell, we prove that the volume of sufficiently com...
The objects of study in this thesis are knots. More precisely, positive braid knots, which include a...
We prove some necessary conditions for a link to be either concordant to a quasi-positive link, quas...
International audienceWe derive a linear estimate of the signature of positive knots, in terms of th...
We show that a positive braid knot has maximal topological 4-genus exactly if it has maximal signatu...
SUMMARY: This paper is concerned with 8 1 0 knots and its braids. The braids structure plays a very ...
We prove that any link admitting a diagram with a single negative crossing is strongly quasipositive...
This thesis has six chapters. In Chapters 1 and 2, we give the definitions and examples of the main ...
AbstractRossler positive braids are defined and denoted by Rm+. We represented a general form of Ros...
Strongly quasipositive links are those links which can be seen as closures of positive braids in te...
Roughly, this thesis can be divided into three parts. In the first part, we study the Galois conjug...
Thesis advisor: Julia E. GrigsbyWe use the Birman-Ko-Lee presentation of the braid group to show tha...
We prove that any link admitting a diagram with a single negative crossing is strongly quasipositive...
Rossler positive braids are defined and denoted by Rm+. We represented a general form of Rossler pos...
AbstractThis paper studies Artin's braid monoids using combinatorial methods. More precisely, we inv...
Based on recent work by Futer, Kalfagianni and Purcell, we prove that the volume of sufficiently com...
DOI
Add to ORKG