DOIAbstract
AbstractWe present some combinatorial results in counting various kinds of s.c. chord diagrams. Latter are basic objects in the theory of Vassiliev invariants for knots
AbstractWe present some combinatorial results in counting various kinds of s.c. chord diagrams. Latter are basic objects in the theory of Vassiliev invariants for knots
We give necessary and sufficient conditions for a weight system on multi- loop chord diagrams to be...
International audienceIn this paper we consider the enumeration of orientable and non-orientable cho...
AbstractDifferent formulas counting families of non-isomorphic chord diagrams are given: planar and ...
AbstractWe present some combinatorial results in counting various kinds of s.c. chord diagrams. Latt...
Recently, Stoimenow [J. Knot Th. Ram. 7 (1998), 93-114] gave an upper bound on the dimension dn of t...
Recently, Stoimenow [J. Knot Th. Ram. 7 (1998), 93-114] gave an upper bound on the dimension dn of t...
1.Title page, Table of Contents, Abstract 1.Vassiliev Invariants for knots1 1.1 The classificati...
1. Introduction. The combinatorics of drawing some chords in some circles arises in a section of kno...
V. Vassiliev [l] introduced a natural filtration in the space of finite order knot invariants. The c...
V. Vassiliev [l] introduced a natural filtration in the space of finite order knot invariants. The c...
AbstractWe give an explicit algorithm for computing all of Vassiliev's knot invariants of order ⩽ n,...
In this paper we study the enumeration of diagrams of n chords joining 2n points on a circle in disj...
In [5] M. Polyak and O. Viro developed a graphical calculus of diagrammatic formulas for Vassiliev l...
We give necessary and sufficient conditions for a weight system on multiloop chord diagrams to be ob...
International audienceIn this paper we consider the enumeration of orientable and non-orientable cho...
We give necessary and sufficient conditions for a weight system on multi- loop chord diagrams to be...
International audienceIn this paper we consider the enumeration of orientable and non-orientable cho...
AbstractDifferent formulas counting families of non-isomorphic chord diagrams are given: planar and ...
AbstractWe present some combinatorial results in counting various kinds of s.c. chord diagrams. Latt...
Recently, Stoimenow [J. Knot Th. Ram. 7 (1998), 93-114] gave an upper bound on the dimension dn of t...
Recently, Stoimenow [J. Knot Th. Ram. 7 (1998), 93-114] gave an upper bound on the dimension dn of t...
1.Title page, Table of Contents, Abstract 1.Vassiliev Invariants for knots1 1.1 The classificati...
1. Introduction. The combinatorics of drawing some chords in some circles arises in a section of kno...
V. Vassiliev [l] introduced a natural filtration in the space of finite order knot invariants. The c...
V. Vassiliev [l] introduced a natural filtration in the space of finite order knot invariants. The c...
AbstractWe give an explicit algorithm for computing all of Vassiliev's knot invariants of order ⩽ n,...
In this paper we study the enumeration of diagrams of n chords joining 2n points on a circle in disj...
In [5] M. Polyak and O. Viro developed a graphical calculus of diagrammatic formulas for Vassiliev l...
We give necessary and sufficient conditions for a weight system on multiloop chord diagrams to be ob...
International audienceIn this paper we consider the enumeration of orientable and non-orientable cho...
We give necessary and sufficient conditions for a weight system on multi- loop chord diagrams to be...
International audienceIn this paper we consider the enumeration of orientable and non-orientable cho...
AbstractDifferent formulas counting families of non-isomorphic chord diagrams are given: planar and ...
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