DOIAbstract
Contains fulltext : 83944.pdf (preprint version ) (Open Access
Contains fulltext : 83944.pdf (preprint version ) (Open Access
Quandle cohomology and quandle extension theory is developed by modifying group cohomology and group...
In knot theory several knot invariants have been found over the last decades. This paper concerns it...
AbstractFor a quandle X, the quandle space BX is defined, modifying the rack space of Fenn, Rourke a...
Racks and quandles are fundamental algebraic structures related to the topology of knots, braids, an...
Quandle cohomology theory was developed [6] to define invariants, called quandle cocycle (knot) inva...
This paper supersedes the previous arXiv:1707.01138 posted by the first, second and fourth author.We...
AbstractWe prove that the lower bounds for Betti numbers of the rack, quandle and degeneracy cohomol...
This short survey contains some recent developments of the algebraic theory of racks and quandles. W...
We give a foundational account on topological racks and quandles. Specifically, we define the notion...
Quandles are distributive algebraic structures that were introduced by David Joyce [24] in his P...
A quandle is a set with a binary operation that satisfies three axioms that corresponds to the three...
A rack is a set equipped with a bijective, self-right-distributive binary operation, and a quandle i...
The purpose of this paper is to introduce and study the notions of f-rack and f-quandle which are ob...
We use the inflation-restriction sequence and a result of Etingof and Graña on the rack cohomology t...
We give a foundational account on topological racks and quandles. Specifically, we define the notion...
Quandle cohomology and quandle extension theory is developed by modifying group cohomology and group...
In knot theory several knot invariants have been found over the last decades. This paper concerns it...
AbstractFor a quandle X, the quandle space BX is defined, modifying the rack space of Fenn, Rourke a...
Racks and quandles are fundamental algebraic structures related to the topology of knots, braids, an...
Quandle cohomology theory was developed [6] to define invariants, called quandle cocycle (knot) inva...
This paper supersedes the previous arXiv:1707.01138 posted by the first, second and fourth author.We...
AbstractWe prove that the lower bounds for Betti numbers of the rack, quandle and degeneracy cohomol...
This short survey contains some recent developments of the algebraic theory of racks and quandles. W...
We give a foundational account on topological racks and quandles. Specifically, we define the notion...
Quandles are distributive algebraic structures that were introduced by David Joyce [24] in his P...
A quandle is a set with a binary operation that satisfies three axioms that corresponds to the three...
A rack is a set equipped with a bijective, self-right-distributive binary operation, and a quandle i...
The purpose of this paper is to introduce and study the notions of f-rack and f-quandle which are ob...
We use the inflation-restriction sequence and a result of Etingof and Graña on the rack cohomology t...
We give a foundational account on topological racks and quandles. Specifically, we define the notion...
Quandle cohomology and quandle extension theory is developed by modifying group cohomology and group...
In knot theory several knot invariants have been found over the last decades. This paper concerns it...
AbstractFor a quandle X, the quandle space BX is defined, modifying the rack space of Fenn, Rourke a...
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