Add to ORKGWe continue the study of the quandle of homomorphisms into a medial quandle begun in [2]. We show that it suffices to consider only medial source quandles, and therefore the structure theorem of [11] provides a characterization of the Hom quandle. In the particular case when the target is 2-reductive this characterization takes on a simple form that makes it easy to count and determine the structure of the Hom quandl
A nilpotent quandle is a quandle whose inner automorphism group is nilpotent. Such quandles have bee...
In this thesis we study quandles and Hurwitz orbits. A quandle is a self-distributive algebraic str...
In this paper we show that Montesinos links of the form L(1/2, 1/2, p/q;e), which we call (2,2,r)-Mo...
We continue the study of the quandle of homomorphisms into a medial quandle begun in [2]. We show th...
If A is an abelian quandle and Q is a quandle, the hom set Hom(Q,A) of quandle homomorphisms from Q ...
We investigate the relationship between the quandle and biquandle coloring invariant and obtain an e...
Quandles are distributive algebraic structures that were introduced by David Joyce [24] in his P...
AbstractWe introduce the concept of the quandle partial derivatives, and use them to define extreme ...
There are many papers that introduce the relationship between knots and quandles which are written t...
Knot theory has rapidly expanded in recent years. New representations of braid groups led to an extr...
AbstractIn this paper we describe three geometric applications of quandle homology. We show that it ...
We show that the isomorphism problems for left distributive algebras, racks, quandles and kei are as...
To better understand the fundamental quandle of a knot or link, it can be useful to look at finite q...
We introduce the notion of an orbit series in a quandle. Using this notion we define four families o...
We present methods of constructing examples of quandles of order 3n, where n is greater or equal to ...
A nilpotent quandle is a quandle whose inner automorphism group is nilpotent. Such quandles have bee...
In this thesis we study quandles and Hurwitz orbits. A quandle is a self-distributive algebraic str...
In this paper we show that Montesinos links of the form L(1/2, 1/2, p/q;e), which we call (2,2,r)-Mo...
We continue the study of the quandle of homomorphisms into a medial quandle begun in [2]. We show th...
If A is an abelian quandle and Q is a quandle, the hom set Hom(Q,A) of quandle homomorphisms from Q ...
We investigate the relationship between the quandle and biquandle coloring invariant and obtain an e...
Quandles are distributive algebraic structures that were introduced by David Joyce [24] in his P...
AbstractWe introduce the concept of the quandle partial derivatives, and use them to define extreme ...
There are many papers that introduce the relationship between knots and quandles which are written t...
Knot theory has rapidly expanded in recent years. New representations of braid groups led to an extr...
AbstractIn this paper we describe three geometric applications of quandle homology. We show that it ...
We show that the isomorphism problems for left distributive algebras, racks, quandles and kei are as...
To better understand the fundamental quandle of a knot or link, it can be useful to look at finite q...
We introduce the notion of an orbit series in a quandle. Using this notion we define four families o...
We present methods of constructing examples of quandles of order 3n, where n is greater or equal to ...
A nilpotent quandle is a quandle whose inner automorphism group is nilpotent. Such quandles have bee...
In this thesis we study quandles and Hurwitz orbits. A quandle is a self-distributive algebraic str...
In this paper we show that Montesinos links of the form L(1/2, 1/2, p/q;e), which we call (2,2,r)-Mo...