Rossler positive braids are defined and denoted by Rm+. We represented a general form of Rossler positive braid, and its associated permutation. For the m period Rossler positive braid Rm+, the number of crossing equals to [2(m-2)+(m-1)], and the genus g (Rm+)=(m-2), it also has a braid index equals to m, m>1
International audienceWe study the rational permutation braids, that is the elements of an Artin-Tit...
Chow rings of smooth projective toric varieties admit a convenient functorial description in terms o...
We show that a positive braid knot has maximal topological 4-genus exactly if it has maximal signatu...
AbstractRossler positive braids are defined and denoted by Rm+. We represented a general form of Ros...
The objects of study in this thesis are knots. More precisely, positive braid knots, which include a...
We characterise positive braid links with positive Seifert form via a finite number of forbidden min...
AbstractThe study of a rewriting system gives a very simple characterization of a canonical form of ...
We present a brief introduction to braids, in particular simple positive braids, with a double empha...
AbstractIn this paper we study the relation between positive braids, their canonical normal forms an...
In this manuscript we study braid varieties, a class of affine algebraic varieties associated to pos...
SUMMARY: This paper is concerned with 8 1 0 knots and its braids. The braids structure plays a very ...
AbstractThis paper studies Artin's braid monoids using combinatorial methods. More precisely, we inv...
The purpose of this paper is to introduce a new proof of Markov's braid theorem, in terms of Seifert...
We present and analyse two new algorithms to compute some combinatorial in- variants, the genus and ...
There exists a linear ordering on braids coming from left distributivity assumptions. The restrictio...
International audienceWe study the rational permutation braids, that is the elements of an Artin-Tit...
Chow rings of smooth projective toric varieties admit a convenient functorial description in terms o...
We show that a positive braid knot has maximal topological 4-genus exactly if it has maximal signatu...
AbstractRossler positive braids are defined and denoted by Rm+. We represented a general form of Ros...
The objects of study in this thesis are knots. More precisely, positive braid knots, which include a...
We characterise positive braid links with positive Seifert form via a finite number of forbidden min...
AbstractThe study of a rewriting system gives a very simple characterization of a canonical form of ...
We present a brief introduction to braids, in particular simple positive braids, with a double empha...
AbstractIn this paper we study the relation between positive braids, their canonical normal forms an...
In this manuscript we study braid varieties, a class of affine algebraic varieties associated to pos...
SUMMARY: This paper is concerned with 8 1 0 knots and its braids. The braids structure plays a very ...
AbstractThis paper studies Artin's braid monoids using combinatorial methods. More precisely, we inv...
The purpose of this paper is to introduce a new proof of Markov's braid theorem, in terms of Seifert...
We present and analyse two new algorithms to compute some combinatorial in- variants, the genus and ...
There exists a linear ordering on braids coming from left distributivity assumptions. The restrictio...
International audienceWe study the rational permutation braids, that is the elements of an Artin-Tit...
Chow rings of smooth projective toric varieties admit a convenient functorial description in terms o...
We show that a positive braid knot has maximal topological 4-genus exactly if it has maximal signatu...
DOI
Add to ORKG