Ricardo N. Machado

activity

20122026

most citedFramed link presentations of 3-manifolds by an {O}(n^2) algorithm, III: geometric complex

H_{n}^{⋆}

embedded into

R^{3}

5 citations · 14 across the 6 of their papers we have counts for

collaborators

Showing 2012Show all

3 papers · 1 filter

math.GT2012★ 5 cited

Framed link presentations of 3-manifolds by an {O}(n^2) algorithm, III: geometric complex $H_{n}^{⋆}$ embedded into $R^{3}$

Sóstenes Lins, Ricardo Machado

In this final part of a 3-part paper we introduce the pair of "wings" of the abstract PL-colored complexes $H_{m}^{⋆}$ , described in the second paper. The wings, via a…

math.GT2012★ 4 cited

Framed link presentations of 3-manifolds by an $O (n^{2})$ algorithm, II: colored complexes and boundings in their complexity

Sóstenes Lins, Ricardo Machado

This is part 2 of a 3-part article where we provide an $O (n^{2})$ -algorithm to produce a surgery presentation of a 3-manifold induced by a gem with a resolution. In this part we prod…

math.GT2012★ 5 cited

Framed link presentations of 3-manifolds by an $O (n^{2})$ algorithm, I: gems and their duals

Sóstenes Lins, Ricardo Machado

Given an special type of triangulation $T$ for an oriented closed 3-manifold $M^{3}$ we produce a framed link in $S^{3}$ which induces the same $M^{3}$ by an algorithm of complexity $O(n…

Framed link presentations of 3-manifolds by an {O}(n^2) algorithm, III: geometric complex Hn⋆​ embedded into R3

Framed link presentations of 3-manifolds by an O(n2) algorithm, II: colored complexes and boundings in their complexity

Framed link presentations of 3-manifolds by an O(n2) algorithm, I: gems and their duals

Framed link presentations of 3-manifolds by an {O}(n^2) algorithm, III: geometric complex $H_{n}^{⋆}$ embedded into $R^{3}$

Framed link presentations of 3-manifolds by an $O (n^{2})$ algorithm, II: colored complexes and boundings in their complexity

Framed link presentations of 3-manifolds by an $O (n^{2})$ algorithm, I: gems and their duals