We construct a virtual quandle for links in lens spaces L(p, 1). This invariant has two valuable advantages over an ordinary fundamental quandle for links in lens spaces: the virtual quandle is an essential invariant and the presentation of the virtual quandle can be easily written from the band diagram of a link
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
We construct a virtual quandle for links in lens spaces L(p, 1). This invariant has two valuable adv...
We construct a virtual quandle for links in lens spaces L(p, 1). This invariant has two valuable adv...
Knot theory is an important branch of mathematics with applications in other branches of science. In...
Several authors have recently studied virtual knots and links because they admit invariants...
Several authors have recently studied virtual knots and links because they admit invariants...
In this paper we study the relation between two diagrammatic rep-resentations of links in lens space...
We study the relation between two diagrammatic representations of links in lens spaces: the disk dia...
Virtual quandles with two operations are discussed in the article. Certain knot invariant is constru...
The aim of this dissertation is to improve the knowledge of knots and links in lens spaces. If the l...
none3noWe analyze different representations of knots and links in lens spaces, as disk diagrams, gri...
I Virtual link diagrams LD are a combinatorial de-scription of link diagrams in Fg; The virtual tref...
AbstractBourgoin defined the notion of a twisted link which corresponds to a stable equivalence clas...
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
We construct a virtual quandle for links in lens spaces L(p, 1). This invariant has two valuable adv...
We construct a virtual quandle for links in lens spaces L(p, 1). This invariant has two valuable adv...
Knot theory is an important branch of mathematics with applications in other branches of science. In...
Several authors have recently studied virtual knots and links because they admit invariants...
Several authors have recently studied virtual knots and links because they admit invariants...
In this paper we study the relation between two diagrammatic rep-resentations of links in lens space...
We study the relation between two diagrammatic representations of links in lens spaces: the disk dia...
Virtual quandles with two operations are discussed in the article. Certain knot invariant is constru...
The aim of this dissertation is to improve the knowledge of knots and links in lens spaces. If the l...
none3noWe analyze different representations of knots and links in lens spaces, as disk diagrams, gri...
I Virtual link diagrams LD are a combinatorial de-scription of link diagrams in Fg; The virtual tref...
AbstractBourgoin defined the notion of a twisted link which corresponds to a stable equivalence clas...
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
We introduce a new equivalence relation on decorated ribbon graphs, and show that its equivalence cl...
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