Add to ORKGWe study combinatorial properties of virtual braid groups and we describe relations with finite type invariant theory for virtual knots and Yang-Baxter equation
Study of certain isotopy classes of a finite collection of immersed circles without triple or higher...
A knot is an embedding of a circle into a 3-dimensional manifold. When this man- ifold is the sphere...
A knot is an embedding of a circle into a 3-dimensional manifold. When this man- ifold is the sphere...
AbstractWe determine the lower central series of the virtual braid group VBn and of the kernels of t...
Virtual braids are a combinatorial generalization of braids. We present abstract braids as equivalen...
Virtual braids are a combinatorial generalization of braids. We present abstract braids as equivalen...
International audienceWe show a simple and easily implementable solution to the word problem for vir...
International audienceWe show a simple and easily implementable solution to the word problem for vir...
International audienceWe show a simple and easily implementable solution to the word problem for vir...
International audienceWe show a simple and easily implementable solution to the word problem for vir...
Le but de cette thèse est de fournir une caractérisation topologique de tresses virtuelles. Les tres...
Le but de cette thèse est de fournir une caractérisation topologique de tresses virtuelles. Les tres...
AbstractThis paper is an introduction to the theory of virtual knots. It is dedicated to the memory ...
There is a well-known injective homomorphism from the n-strand braid group B_n into Aut(F_n), the au...
There is a well-known injective homomorphism from the n-strand braid group B_n into Aut(F_n), the au...
Study of certain isotopy classes of a finite collection of immersed circles without triple or higher...
A knot is an embedding of a circle into a 3-dimensional manifold. When this man- ifold is the sphere...
A knot is an embedding of a circle into a 3-dimensional manifold. When this man- ifold is the sphere...
AbstractWe determine the lower central series of the virtual braid group VBn and of the kernels of t...
Virtual braids are a combinatorial generalization of braids. We present abstract braids as equivalen...
Virtual braids are a combinatorial generalization of braids. We present abstract braids as equivalen...
International audienceWe show a simple and easily implementable solution to the word problem for vir...
International audienceWe show a simple and easily implementable solution to the word problem for vir...
International audienceWe show a simple and easily implementable solution to the word problem for vir...
International audienceWe show a simple and easily implementable solution to the word problem for vir...
Le but de cette thèse est de fournir une caractérisation topologique de tresses virtuelles. Les tres...
Le but de cette thèse est de fournir une caractérisation topologique de tresses virtuelles. Les tres...
AbstractThis paper is an introduction to the theory of virtual knots. It is dedicated to the memory ...
There is a well-known injective homomorphism from the n-strand braid group B_n into Aut(F_n), the au...
There is a well-known injective homomorphism from the n-strand braid group B_n into Aut(F_n), the au...
Study of certain isotopy classes of a finite collection of immersed circles without triple or higher...
A knot is an embedding of a circle into a 3-dimensional manifold. When this man- ifold is the sphere...
A knot is an embedding of a circle into a 3-dimensional manifold. When this man- ifold is the sphere...