Add to ORKGVirtual quandles with two operations are discussed in the article. Certain knot invariant is constructed and used to distinguish two long virtual knots
AbstractWe introduce a polynomial invariant of flat virtual knots which is sometimes useful for dete...
AbstractThis paper is an introduction to the theory of virtual knots. It is dedicated to the memory ...
1. Overview. A short overview of the subject area of your workshop. 1.1. Introduction. It is by now ...
Knot theory is an important branch of mathematics with applications in other branches of science. In...
AbstractWe introduce a polynomial invariant of long virtual knots that is non-trivial for many virtu...
AbstractWe introduce a polynomial invariant of long virtual knots that is non-trivial for many virtu...
We discuss Vassiliev invariants for virtual knots, expanding upon the theory of quantum virtual knot...
Abstract. Generalizing twist moves of classical knots, we introduce t(a1; ; am)-moves of virtu...
This thesis introduces a new enhancement for virtual birack counting invariants. We first introduce ...
AbstractWe introduce a two-variable polynomial invariant of a long virtual knot, which dominates the...
We construct a virtual quandle for links in lens spaces L(p, 1). This invariant has two valuable adv...
AbstractWe claim that HOMFLY polynomials for virtual knots, defined with the help of the matrix-mode...
Virtual knot theory, introduced by Kauffman, is a generalization of classical knot theory of interes...
Publisher's description: "The book is the first systematic research completely devoted to a comprehe...
AbstractIn this paper we define a birack and a biquandle, generalizing the notion of a rack and a qu...
AbstractWe introduce a polynomial invariant of flat virtual knots which is sometimes useful for dete...
AbstractThis paper is an introduction to the theory of virtual knots. It is dedicated to the memory ...
1. Overview. A short overview of the subject area of your workshop. 1.1. Introduction. It is by now ...
Knot theory is an important branch of mathematics with applications in other branches of science. In...
AbstractWe introduce a polynomial invariant of long virtual knots that is non-trivial for many virtu...
AbstractWe introduce a polynomial invariant of long virtual knots that is non-trivial for many virtu...
We discuss Vassiliev invariants for virtual knots, expanding upon the theory of quantum virtual knot...
Abstract. Generalizing twist moves of classical knots, we introduce t(a1; ; am)-moves of virtu...
This thesis introduces a new enhancement for virtual birack counting invariants. We first introduce ...
AbstractWe introduce a two-variable polynomial invariant of a long virtual knot, which dominates the...
We construct a virtual quandle for links in lens spaces L(p, 1). This invariant has two valuable adv...
AbstractWe claim that HOMFLY polynomials for virtual knots, defined with the help of the matrix-mode...
Virtual knot theory, introduced by Kauffman, is a generalization of classical knot theory of interes...
Publisher's description: "The book is the first systematic research completely devoted to a comprehe...
AbstractIn this paper we define a birack and a biquandle, generalizing the notion of a rack and a qu...
AbstractWe introduce a polynomial invariant of flat virtual knots which is sometimes useful for dete...
AbstractThis paper is an introduction to the theory of virtual knots. It is dedicated to the memory ...
1. Overview. A short overview of the subject area of your workshop. 1.1. Introduction. It is by now ...