Add to ORKGBy means of geometric techniques, concerning Seifert fibered homology spheres, we prove that the groups G(n,l), defined by a balanced presentation with n generators and relators, depending on a pair of integers which are odd and coprime, are pairwise non-isomorphic. Extensions of results obtained by A.Cavicchioli and by D.L.Johnson - R.M.Thomas are thus described
We find a geometric invariant of isotopy classes of strongly irreducible Heegaard splittings of toro...
International audienceWe study the isometry group of compact spherical orientable 3-orbifolds S^3/G,...
We study 3d N = 2 supersymmetric gauge theories on closed oriented Seifert manifolds — circle bundle...
By means of geometric techniques, concerning Seifert fibered homology spheres, we prove that the gro...
We define a family of groups with balanced presentations and prove that these groups correspond to s...
We define a family of balanced presentations of groups and prove that they correspond to spines of s...
Seifert fibred 3-manifolds were originally defined and classified by Seifert in [2]. Scott (in [1]) ...
We show that every irreducible toroidal integer homology sphere graph manifold has a left-orderable ...
A question naturally arisen is the problem of the classification of closed 3-dimensional manifolds w...
AbstractThe group of isometrics of hyperbolic n-space contains the orthogonal group O(n) as a subgro...
The main result is a homotopy characterization of Seifert-fibered 3-orbifolds: if O is a closed, ori...
AbstractIn this paper we show that fundamental groups of Seifert fibered spaces over non-orientable ...
We show that the fundamental groups of any two closed irreducible nongeometric graph manifolds are q...
The Lins-Mandel manifolds are combinatorially represented by a 4-parametric family of colored graphs...
A group G is cohopfian, if every monomorphism G → G is an automorphism. In this paper, we answer the...
We find a geometric invariant of isotopy classes of strongly irreducible Heegaard splittings of toro...
International audienceWe study the isometry group of compact spherical orientable 3-orbifolds S^3/G,...
We study 3d N = 2 supersymmetric gauge theories on closed oriented Seifert manifolds — circle bundle...
By means of geometric techniques, concerning Seifert fibered homology spheres, we prove that the gro...
We define a family of groups with balanced presentations and prove that these groups correspond to s...
We define a family of balanced presentations of groups and prove that they correspond to spines of s...
Seifert fibred 3-manifolds were originally defined and classified by Seifert in [2]. Scott (in [1]) ...
We show that every irreducible toroidal integer homology sphere graph manifold has a left-orderable ...
A question naturally arisen is the problem of the classification of closed 3-dimensional manifolds w...
AbstractThe group of isometrics of hyperbolic n-space contains the orthogonal group O(n) as a subgro...
The main result is a homotopy characterization of Seifert-fibered 3-orbifolds: if O is a closed, ori...
AbstractIn this paper we show that fundamental groups of Seifert fibered spaces over non-orientable ...
We show that the fundamental groups of any two closed irreducible nongeometric graph manifolds are q...
The Lins-Mandel manifolds are combinatorially represented by a 4-parametric family of colored graphs...
A group G is cohopfian, if every monomorphism G → G is an automorphism. In this paper, we answer the...
We find a geometric invariant of isotopy classes of strongly irreducible Heegaard splittings of toro...
International audienceWe study the isometry group of compact spherical orientable 3-orbifolds S^3/G,...
We study 3d N = 2 supersymmetric gauge theories on closed oriented Seifert manifolds — circle bundle...