Add to ORKGDedicated to the memory of Marco Reni, a good friend and a nice mathematician Abstract. We consider hyperbolic 3-manifolds Mn(K), which are n-fold cyclic branched coverings of 2-bridge knots K. We show that for n ≥ 5 the orientation-preserving isometry group of Mn(K) either is a lift of a symmetry group of K or has a very special structure. 1
We study a family of closed connected orientable 3-manifolds obtained by Dehn surgeries with rationa...
AbstractWe have proved in previous work that, for any pair of different integers m > n > 2 (respecti...
We deal with three combinatorial representations of closed orientable 3-manifolds, i.e., Heegaard di...
Dedicated to the memory of Marco Reni, a good friend and a nice mathematician Summary.- We consider ...
AbstractTwo of the main methods for the construction of closed orientable 3-manifolds, and in partic...
We analyse the orbifolds that can be obtained as quotients of genus two hyperbolic 3-manifolds b...
We give a survey on recent progress and remaining open problems on the number and the geometry of k...
A classical theorem of Hurewitz says that the isometry group of a closed 2-dimensional hyperbolic ma...
In this paper, we show that any nonarithmetic hyperbolic 2-bridge link complement admits no hidden s...
Many 3-manifolds can be represented as 2-fold branched coverings of links, but this representation i...
Many 3-manifolds can be represented as 2-fold branched coverings of links, but this representation i...
We give sufficient conditions for a π-hyperbolic knot to be determined, up to homeomorphism in S3, b...
44 pages, 1 figure, this is a new version of the paper "Hyperelliptic rotations in finite groups act...
AbstractWe give sufficient conditions for a π-hyperbolic knot to be determined, up to homeomorphism ...
We collect several results on the determination of hyperbolic knots by means of their cyclic branche...
We study a family of closed connected orientable 3-manifolds obtained by Dehn surgeries with rationa...
AbstractWe have proved in previous work that, for any pair of different integers m > n > 2 (respecti...
We deal with three combinatorial representations of closed orientable 3-manifolds, i.e., Heegaard di...
Dedicated to the memory of Marco Reni, a good friend and a nice mathematician Summary.- We consider ...
AbstractTwo of the main methods for the construction of closed orientable 3-manifolds, and in partic...
We analyse the orbifolds that can be obtained as quotients of genus two hyperbolic 3-manifolds b...
We give a survey on recent progress and remaining open problems on the number and the geometry of k...
A classical theorem of Hurewitz says that the isometry group of a closed 2-dimensional hyperbolic ma...
In this paper, we show that any nonarithmetic hyperbolic 2-bridge link complement admits no hidden s...
Many 3-manifolds can be represented as 2-fold branched coverings of links, but this representation i...
Many 3-manifolds can be represented as 2-fold branched coverings of links, but this representation i...
We give sufficient conditions for a π-hyperbolic knot to be determined, up to homeomorphism in S3, b...
44 pages, 1 figure, this is a new version of the paper "Hyperelliptic rotations in finite groups act...
AbstractWe give sufficient conditions for a π-hyperbolic knot to be determined, up to homeomorphism ...
We collect several results on the determination of hyperbolic knots by means of their cyclic branche...
We study a family of closed connected orientable 3-manifolds obtained by Dehn surgeries with rationa...
AbstractWe have proved in previous work that, for any pair of different integers m > n > 2 (respecti...
We deal with three combinatorial representations of closed orientable 3-manifolds, i.e., Heegaard di...