activity
20012016
most citedFramed link presentations of 3-manifolds by an algorithm, I: gems and their duals

5 citations · 26 across the 24 of their papers we have counts for

collaborators

24 papers

math.CO2016

An O(|E|)-linear Model for the MaxCut Problem

Sostenes L. Lins, Diogo B. Henriques

A polytope is a {\em model} for a combinatorial problem on finite graphs whose variables are indexed by the edge set of if the points of with (0,1)-coordinates…

math.GT2013

PL-embedding the dual of two Jordan curves into by an -algorithm

Sóstenes L. Lins, Ricardo N. Machado

Let be given a {\em colored 3-pseudo-triangulation} with tetrahedra. Colored means that each tetrahedron have vertices distinctively colored 0,1,2,3. In a {…

math.GT2013

The -version of the WRT-invariants, monochromatic 3-connected blinks and evidence for a conjecture on their induced 3-manifolds

Sóstenes L. Lins, Craig Hodgson, Lauro D. Lins +1

A {\em blink} is a plane graph with a bipartition (black, gray) of its edges. Subtle classes of blinks are in 1-1 correspondence with closed, oriented and connected 3-manifolds up…

math.GT2013★ 2 cited

All the shapes of spaces: a census of small 3-manifolds

Sóstenes L. Lins, Lauro D. Lins

In this work we present a complete (no misses, no duplicates) census for closed, connected, orientable and prime 3-manifolds induced by plane graphs with a bipartition of its edge…

math.GT2013★ 2 cited

A tougher challenge to 3-manifold topologists and group algebraists

Sóstenes L. Lins

This paper poses some basic questions about instances (hard to find) of a special problem in 3-manifold topology. "Important though the general concepts and propositions may be wit…

math.GN2013★ 2 cited

Closed oriented 3-manifolds are subtle equivalence classes of plane graphs

Sóstenes L. Lins, Diogo B. Henriques

A {\em blink} is a plane graph with an arbitrary bipartition of its edges. As a consequence of a recent result of Martelli, I show that the homeomorphisms classes of closed oriente…