This paper is concerned with 810 knots and its braids. The braids structure is very important role in Knots Theory. In view of this structure, we obtained braids for that knot and we will give the representations of Artin and we examine Garside Word problem. And then we will examine the positivity structure for these knots.Bu makale 8 10 düğümü ve onun örgüsü ile ilgilidir. Düğüm teorisinde önemli kavramlardan birisi olan örgü kavramını kullanarak 8 10 düğümünün örgüsünün Artin ve Garside temsilini elde edeceğiz. Daha sonra pozitiflik kavramı irdelenecektir
• A few combinatorial questions involving braids and their Garside structures: the classical Garside...
Düğüm teorisi, geometrik topolojinin önemli araştırma konularından biridir. Düğüm Teorisi için sınıf...
AbstractThis brief report discusses some recent discoveries regarding Artin's braid groups, concentr...
SUMMARY: This paper is concerned with 8 1 0 knots and its braids. The braids structure plays a very ...
Bu makale 8 10 düğümü ve onun örgüsü ile ilgilidir. Düğüm teorisinde önemli kavramlardan birisi olan...
The positive braid monoid (on n 1 strings) is the monoid B that admits the presentation hx1;...; x...
Since discovery of the Jones polynomial, knot theory has enjoyed a virtual explosion of important re...
The objects of study in this thesis are knots. More precisely, positive braid knots, which include a...
AbstractIt is well known that the Artin representation of the braid group may be used to calculate t...
This text consists of the introduction, table of contents, and bibliography of a long manuscript (70...
24 pages, 1 figure. Comments welcome !Several distinct Garside monoids having torus knot groups as g...
This thesis consists of four research papers stapled together. 1. Annular Homology of Artin Braids ...
International audienceWe study the degree of polynomial representations of knots. We give the lexico...
This text consists of the introduction, table of contents, and bibliography of a long manuscript (70...
Mechanisation of Mathematics refers to use of computers to generate or check proofs in Mathematics. ...
• A few combinatorial questions involving braids and their Garside structures: the classical Garside...
Düğüm teorisi, geometrik topolojinin önemli araştırma konularından biridir. Düğüm Teorisi için sınıf...
AbstractThis brief report discusses some recent discoveries regarding Artin's braid groups, concentr...
SUMMARY: This paper is concerned with 8 1 0 knots and its braids. The braids structure plays a very ...
Bu makale 8 10 düğümü ve onun örgüsü ile ilgilidir. Düğüm teorisinde önemli kavramlardan birisi olan...
The positive braid monoid (on n 1 strings) is the monoid B that admits the presentation hx1;...; x...
Since discovery of the Jones polynomial, knot theory has enjoyed a virtual explosion of important re...
The objects of study in this thesis are knots. More precisely, positive braid knots, which include a...
AbstractIt is well known that the Artin representation of the braid group may be used to calculate t...
This text consists of the introduction, table of contents, and bibliography of a long manuscript (70...
24 pages, 1 figure. Comments welcome !Several distinct Garside monoids having torus knot groups as g...
This thesis consists of four research papers stapled together. 1. Annular Homology of Artin Braids ...
International audienceWe study the degree of polynomial representations of knots. We give the lexico...
This text consists of the introduction, table of contents, and bibliography of a long manuscript (70...
Mechanisation of Mathematics refers to use of computers to generate or check proofs in Mathematics. ...
• A few combinatorial questions involving braids and their Garside structures: the classical Garside...
Düğüm teorisi, geometrik topolojinin önemli araştırma konularından biridir. Düğüm Teorisi için sınıf...
AbstractThis brief report discusses some recent discoveries regarding Artin's braid groups, concentr...