8 citations · 10 across the 5 of their papers we have counts for
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Diffeomorphic vs isotopic links in lens spaces
Alessia Cattabriga, Enrico Manfredi
Links in lens spaces may be defined to be equivalent by ambient isotopy or by diffeomorphism of pairs. In the first case, for all the combinatorial representations of links, there…
On the KBSM of links in lens spaces
Boštjan Gabrovšek, Enrico Manfredi
In this paper the properties of the Kauffman bracket skein module of are investigated. Links in lens spaces are represented both through band and disk diagrams. The possib…
On the Seifert fibered space link group
Boštjan Gabrovšek, Enrico Manfredi
We introduce generalized arrow diagrams and generalized Reidemeister moves for diagrams of links in Seifert fibered spaces. We give a presentation of the fundamental group of the l…
Fibered knots and links in lens spaces
Enrico Manfredi, Alessio Savini
We take advantage of the correspondence between fibered links, open book decompositions and contact structures on a closed connected 3-dimensional manifold to determine a mixed lin…
Equivalence of two diagram representations of links in lens spaces and essential invariants
Alessia Cattabriga, Enrico Manfredi, Lorenzo Rigolli
In this paper we study the relation between two diagrammatic representations of links in lens spaces: the disk diagram and the grid diagram and we find how to pass from one to the…
Lift in the 3-sphere of knots and links in lens spaces
Enrico Manfredi
An important geometric invariant of links in lens spaces is the lift in the 3-sphere of a link in , that is the counterimage of under the universal c…
On knots and links in lens spaces
Alessia Cattabriga, Enrico Manfredi, Michele Mulazzani
In this paper we study some aspects of knots and links in lens spaces. Namely, if we consider lens spaces as quotient of the unit ball with suitable identification of bound…