Given a link L ⊂ S3, we describe a standard method for constructing a class ΓL,d of 4-coloured graphs representing all closed orientable 3-manifolds which are d-fold coverings of S3 branched over the link L
We construct infinite families of closed connected orientable 3-manifolds obtained from certain tr...
We deal with three combinatorial representations of closed orientable 3-manifolds, i.e., Heegaard di...
The present paper follows the computational approach to 3-manifold classification via edge-coloured ...
Given a link L ⊂ S3, we describe a standard method for constructing a class ΓL,d of 4-coloured graph...
Given a link L in $S^3$, we describe a standard method for constructing a class $\Gamma_{L,d}$ of 4...
AbstractIt is well-known that every closed orientable 3-manifold M3 is the 3-fold simple covering M3...
AbstractIn his paper ‘Tetrahedron manifolds and space forms’, Molnar describes an infinite class of ...
AbstractThe Lins-Mandel manifolds ℓ(b, 1, t, 1) are proved to bé 2-fold coverings of S3 branched ove...
AbstractThe class of all closed, orientable 3-manifolds is studied as the lattice of branched coveri...
It is well-known that every closed orientable 3-manifold $M^3$ is the 3-fold simple covering $M^3(K,...
AbstractFor each integer g > 1, a class Mg of ‘2-symmetric’ crystallizations, depending on a 2(g + 1...
AbstractFor a branched covering φ:M3→(S3,k), we give a description of how to embed φ−1(B) in M3 to d...
AbstractWe prove that each closed connected 3-manifold admits particular crystallizations with nice ...
AbstractFrom each G in a certain class of 4-regular edge-colored graphs we obtain a ball complex who...
AbstractIn this paper we find necessary and sufficient conditions for a Lins-Mandel 4-coloured graph...
We construct infinite families of closed connected orientable 3-manifolds obtained from certain tr...
We deal with three combinatorial representations of closed orientable 3-manifolds, i.e., Heegaard di...
The present paper follows the computational approach to 3-manifold classification via edge-coloured ...
Given a link L ⊂ S3, we describe a standard method for constructing a class ΓL,d of 4-coloured graph...
Given a link L in $S^3$, we describe a standard method for constructing a class $\Gamma_{L,d}$ of 4...
AbstractIt is well-known that every closed orientable 3-manifold M3 is the 3-fold simple covering M3...
AbstractIn his paper ‘Tetrahedron manifolds and space forms’, Molnar describes an infinite class of ...
AbstractThe Lins-Mandel manifolds ℓ(b, 1, t, 1) are proved to bé 2-fold coverings of S3 branched ove...
AbstractThe class of all closed, orientable 3-manifolds is studied as the lattice of branched coveri...
It is well-known that every closed orientable 3-manifold $M^3$ is the 3-fold simple covering $M^3(K,...
AbstractFor each integer g > 1, a class Mg of ‘2-symmetric’ crystallizations, depending on a 2(g + 1...
AbstractFor a branched covering φ:M3→(S3,k), we give a description of how to embed φ−1(B) in M3 to d...
AbstractWe prove that each closed connected 3-manifold admits particular crystallizations with nice ...
AbstractFrom each G in a certain class of 4-regular edge-colored graphs we obtain a ball complex who...
AbstractIn this paper we find necessary and sufficient conditions for a Lins-Mandel 4-coloured graph...
We construct infinite families of closed connected orientable 3-manifolds obtained from certain tr...
We deal with three combinatorial representations of closed orientable 3-manifolds, i.e., Heegaard di...
The present paper follows the computational approach to 3-manifold classification via edge-coloured ...
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