AbstractThe goal of this paper is to give an elementary geometric proof that boundary links are homotopic to trivial links
We show that every good boundary link with a pair of derivative links on a Seifert surface satisfyin...
AbstractLink-homotopy has been an active area of research for knot theorists since its introduction ...
We characterise when two links in the 3–sphere admit homeomorphic surface systems, where a surface s...
Self -equivalence is an equivalence relation for links, which is stronger than link-homotopy defined...
AbstractA new invariant of link concordance is introduced, which takes values in the homotopy groups...
AbstractLink-homotopy and self Δ-equivalence are equivalence relations on links. It was shown by J. ...
AbstractWe first present a philosophy which seeks to unify many of the invariants which have arisen ...
We show that every good boundary link with a pair of derivative links on a Seifert surface satisfyin...
Abstract. It is shown that given any link-manifold, there is an algorithm to decide if the manifold ...
Let $F$ be a compact orientable surface with nonempty boundary other than a disk. Let $L$ be a link ...
AbstractThis paper addresses two problems in the skein theory of homotopy spheres first posed by P. ...
AbstractIn this note is given an example of a 2-component ribbon link with trivial components, which...
AbstractA (tame) link can be defined as a finite collection of disjoint polygons embedded in Euclide...
AbstractIn this paper we generalize Milnor's μ-invariants (which were originally defined for “almost...
We introduce a framework to analyze knots and links in an unmarked solid torus. We discuss invariant...
We show that every good boundary link with a pair of derivative links on a Seifert surface satisfyin...
AbstractLink-homotopy has been an active area of research for knot theorists since its introduction ...
We characterise when two links in the 3–sphere admit homeomorphic surface systems, where a surface s...
Self -equivalence is an equivalence relation for links, which is stronger than link-homotopy defined...
AbstractA new invariant of link concordance is introduced, which takes values in the homotopy groups...
AbstractLink-homotopy and self Δ-equivalence are equivalence relations on links. It was shown by J. ...
AbstractWe first present a philosophy which seeks to unify many of the invariants which have arisen ...
We show that every good boundary link with a pair of derivative links on a Seifert surface satisfyin...
Abstract. It is shown that given any link-manifold, there is an algorithm to decide if the manifold ...
Let $F$ be a compact orientable surface with nonempty boundary other than a disk. Let $L$ be a link ...
AbstractThis paper addresses two problems in the skein theory of homotopy spheres first posed by P. ...
AbstractIn this note is given an example of a 2-component ribbon link with trivial components, which...
AbstractA (tame) link can be defined as a finite collection of disjoint polygons embedded in Euclide...
AbstractIn this paper we generalize Milnor's μ-invariants (which were originally defined for “almost...
We introduce a framework to analyze knots and links in an unmarked solid torus. We discuss invariant...
We show that every good boundary link with a pair of derivative links on a Seifert surface satisfyin...
AbstractLink-homotopy has been an active area of research for knot theorists since its introduction ...
We characterise when two links in the 3–sphere admit homeomorphic surface systems, where a surface s...