AbstractCertain knots in projective 3-space are shown not to allow nontrivial Dehn surgery that yields projective 3-space again. To do this, the techniques used by Gordon–Luecke for knots in S3 are generalized to lens spaces. Graphs are constructed in nonorientable surfaces instead of 2-spheres, and the sign for vertices is replaced by a sign for edges
AbstractThis paper explicitly provides two exhaustive and infinite families of pairs (M,k), where M ...
International audienceIf a knot K in a lens space M is not determined by its complement then there e...
We show that lens space surgeries on knots in $S^3$ which arise from the primitive/Seifert ...
AbstractCertain knots in projective 3-space are shown not to allow nontrivial Dehn surgery that yiel...
GThe question of when a lens space arises by Dehn surgery is discussed with a characterization given...
Abstract. In this paper, Gordon’s L(3, 1) conjecture is proved to be true for knots of bridge number...
AbstractWe give a necessary condition for Dehn surgery on (1,1)-knots in lens spaces to yield the 3-...
It is an interesting open question when Dehn surgery on a knot in the 3-sphere S3 can produce a lens...
Let K be a fibered knot in the 3-sphere. We show that if the monodromy of K is sufficiently...
Let $K$ be a hyperbolic knot in the 3-sphere. If $r$-surgery on $K$ yields a lens space, th...
Monopole Floer homology is used to prove that real projective three-space cannot be obtained from De...
AbstractIn an earlier paper, we used the absolute grading on Heegaard Floer homology HF+ to give res...
This book serves as an introduction and reference to knot theory in lens spaces, extending from basi...
Abstract This paper concerns thin presentations of knots K in closed 3-manifolds M3 which produce S3...
none3noWe analyze different representations of knots and links in lens spaces, as disk diagrams, gri...
AbstractThis paper explicitly provides two exhaustive and infinite families of pairs (M,k), where M ...
International audienceIf a knot K in a lens space M is not determined by its complement then there e...
We show that lens space surgeries on knots in $S^3$ which arise from the primitive/Seifert ...
AbstractCertain knots in projective 3-space are shown not to allow nontrivial Dehn surgery that yiel...
GThe question of when a lens space arises by Dehn surgery is discussed with a characterization given...
Abstract. In this paper, Gordon’s L(3, 1) conjecture is proved to be true for knots of bridge number...
AbstractWe give a necessary condition for Dehn surgery on (1,1)-knots in lens spaces to yield the 3-...
It is an interesting open question when Dehn surgery on a knot in the 3-sphere S3 can produce a lens...
Let K be a fibered knot in the 3-sphere. We show that if the monodromy of K is sufficiently...
Let $K$ be a hyperbolic knot in the 3-sphere. If $r$-surgery on $K$ yields a lens space, th...
Monopole Floer homology is used to prove that real projective three-space cannot be obtained from De...
AbstractIn an earlier paper, we used the absolute grading on Heegaard Floer homology HF+ to give res...
This book serves as an introduction and reference to knot theory in lens spaces, extending from basi...
Abstract This paper concerns thin presentations of knots K in closed 3-manifolds M3 which produce S3...
none3noWe analyze different representations of knots and links in lens spaces, as disk diagrams, gri...
AbstractThis paper explicitly provides two exhaustive and infinite families of pairs (M,k), where M ...
International audienceIf a knot K in a lens space M is not determined by its complement then there e...
We show that lens space surgeries on knots in $S^3$ which arise from the primitive/Seifert ...
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