DOIAbstract
AbstractWe give a necessary condition for Dehn surgery on (1,1)-knots in lens spaces to yield the 3-sphere. As an application, we will give a partial answer for a conjecture given by Bleiler and Litherland
AbstractWe give a necessary condition for Dehn surgery on (1,1)-knots in lens spaces to yield the 3-sphere. As an application, we will give a partial answer for a conjecture given by Bleiler and Litherland
Abstract. This is an expository account of a theorem of Louise Moser that describes the types of man...
Monopole Floer homology is used to prove that real projective three-space cannot be obtained from De...
We study Dehn surgeries along A’Campo’s divide knots ([A1, A2] and [H, GHY]:Under “divide ” theory, ...
AbstractWe give a necessary condition for Dehn surgery on (1,1)-knots in lens spaces to yield the 3-...
Abstract. In this paper, Gordon’s L(3, 1) conjecture is proved to be true for knots of bridge number...
GThe question of when a lens space arises by Dehn surgery is discussed with a characterization given...
Let $K$ be a hyperbolic knot in the 3-sphere. If $r$-surgery on $K$ yields a lens space, th...
It is an interesting open question when Dehn surgery on a knot in the 3-sphere S3 can produce a lens...
AbstractCertain knots in projective 3-space are shown not to allow nontrivial Dehn surgery that yiel...
Let K be a fibered knot in the 3-sphere. We show that if the monodromy of K is sufficiently...
In this paper we construct an infinite family of hyperbolic (1, 1)\u2013knots with two parameters, a...
We determine certain exceptional surgeries on a 3--parametric family of hyperbolic 1--bridge genus o...
AbstractFor the distance of (1,1)-splittings of a knot in a closed orientable 3-manifold, it is an i...
For the distance of (1, 1)-splittings of a knot in a closed orientable 3-manifold, it is an importan...
For a hyperbolic knot in the 3-sphere, at most finitely many Dehn surgeries yield non-hyperbolic man...
Abstract. This is an expository account of a theorem of Louise Moser that describes the types of man...
Monopole Floer homology is used to prove that real projective three-space cannot be obtained from De...
We study Dehn surgeries along A’Campo’s divide knots ([A1, A2] and [H, GHY]:Under “divide ” theory, ...
AbstractWe give a necessary condition for Dehn surgery on (1,1)-knots in lens spaces to yield the 3-...
Abstract. In this paper, Gordon’s L(3, 1) conjecture is proved to be true for knots of bridge number...
GThe question of when a lens space arises by Dehn surgery is discussed with a characterization given...
Let $K$ be a hyperbolic knot in the 3-sphere. If $r$-surgery on $K$ yields a lens space, th...
It is an interesting open question when Dehn surgery on a knot in the 3-sphere S3 can produce a lens...
AbstractCertain knots in projective 3-space are shown not to allow nontrivial Dehn surgery that yiel...
Let K be a fibered knot in the 3-sphere. We show that if the monodromy of K is sufficiently...
In this paper we construct an infinite family of hyperbolic (1, 1)\u2013knots with two parameters, a...
We determine certain exceptional surgeries on a 3--parametric family of hyperbolic 1--bridge genus o...
AbstractFor the distance of (1,1)-splittings of a knot in a closed orientable 3-manifold, it is an i...
For the distance of (1, 1)-splittings of a knot in a closed orientable 3-manifold, it is an importan...
For a hyperbolic knot in the 3-sphere, at most finitely many Dehn surgeries yield non-hyperbolic man...
Abstract. This is an expository account of a theorem of Louise Moser that describes the types of man...
Monopole Floer homology is used to prove that real projective three-space cannot be obtained from De...
We study Dehn surgeries along A’Campo’s divide knots ([A1, A2] and [H, GHY]:Under “divide ” theory, ...
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