Luis Jorge Sánchez Saldaña

collaborators

2 papers

math.GT2021

Classifying spaces for the family of virtually abelian subgroups of orientable $3$ -manifold groups

Porfirio L. León Álvarez, Luis Jorge Sánchez Saldaña

For a group $G$ , let $F_{n}$ be the family of all the subgroups of $G$ containing a subgroup isomorphic to $Z^{r}$ for some $r = 0, 1, 2, \dots, n$ of finite index. J…

math.KT2015

On the ranks of the algebraic $K$ -Theory of hyperbolic groups

Daniel Juan-Pineda, Luis Jorge Sánchez Saldaña

Let $G$ be a word hyperbolic group. We prove that the algebraic $K$ -theory groups of $\dbZ [G]$, $K_n(\dbZ[G])$, have finite rank for all $n\in \dbZ$. For a few classes of groups,…

Classifying spaces for the family of virtually abelian subgroups of orientable 3-manifold groups

On the ranks of the algebraic K-Theory of hyperbolic groups

Classifying spaces for the family of virtually abelian subgroups of orientable $3$ -manifold groups

On the ranks of the algebraic $K$ -Theory of hyperbolic groups