Add to ORKGIn this paper, we extend the definition of a knotoid that was introduced by Turaev, to multi-linkoids that consist of a number of knot and knotoid components. We study invariants of multi-linkoids that lie in a closed orientable surface, namely the Kauffman bracket polynomial, ordered bracket polynomial, the Kauffman skein module, and the $T$-invariant in relation with generalized $\Theta$-graphs.Comment: 15 page
Abstract. We introduce a new invariant of tangles along with an algebraic framework in which to unde...
Results of Kirillov and Reshetikhin on constructing invariants of framed links from the quantum grou...
We define a type of Niebrzydowski tribracket we call $\Delta$-tribrackets and show that their counti...
In this paper we study the theory of knotoids and braidoids and the theory of pseudo knotoids and ps...
In this paper we study the theory of knotoids and braidoids and the theory of pseudo knotoids and ps...
A polynomial is defined on signed matroids which contains as specialisations the Kauffman bracket po...
Abstract. Eisermann has shown that the Jones polynomial of a n-component ribbon link L ⊂ S3 is divid...
This paper studies the chirality of knotoids using shadow quandle colorings and the shadow quandle c...
This thesis uses Kauffman skein theory to give several new results. We show a correspondence between...
We construct arbitrarily many skein equivalent 2-bridge knots (resp. links) with the same Kauffman p...
We introduce a framework to analyze knots and links in an unmarked solid torus. We discuss invariant...
The Kauffman bracket skein module K(M) of a 3-manifold M is defined over formal power series in the ...
We present the new skein invariants of classical links, H [ H ] , K [ K ] and D [...
In this MSc thesis, which deals with certain topics from knot theory, we will engage with the proble...
Links of singularity and generalized algebraic links are ways of constructing three-manifolds and sm...
Abstract. We introduce a new invariant of tangles along with an algebraic framework in which to unde...
Results of Kirillov and Reshetikhin on constructing invariants of framed links from the quantum grou...
We define a type of Niebrzydowski tribracket we call $\Delta$-tribrackets and show that their counti...
In this paper we study the theory of knotoids and braidoids and the theory of pseudo knotoids and ps...
In this paper we study the theory of knotoids and braidoids and the theory of pseudo knotoids and ps...
A polynomial is defined on signed matroids which contains as specialisations the Kauffman bracket po...
Abstract. Eisermann has shown that the Jones polynomial of a n-component ribbon link L ⊂ S3 is divid...
This paper studies the chirality of knotoids using shadow quandle colorings and the shadow quandle c...
This thesis uses Kauffman skein theory to give several new results. We show a correspondence between...
We construct arbitrarily many skein equivalent 2-bridge knots (resp. links) with the same Kauffman p...
We introduce a framework to analyze knots and links in an unmarked solid torus. We discuss invariant...
The Kauffman bracket skein module K(M) of a 3-manifold M is defined over formal power series in the ...
We present the new skein invariants of classical links, H [ H ] , K [ K ] and D [...
In this MSc thesis, which deals with certain topics from knot theory, we will engage with the proble...
Links of singularity and generalized algebraic links are ways of constructing three-manifolds and sm...
Abstract. We introduce a new invariant of tangles along with an algebraic framework in which to unde...
Results of Kirillov and Reshetikhin on constructing invariants of framed links from the quantum grou...
We define a type of Niebrzydowski tribracket we call $\Delta$-tribrackets and show that their counti...