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math.GR2020★ 4 cited
Poly-freeness of large even Artin groups
Ruben Blasco-Garcia
We prove that any large even Artin group is poly-free and that any even Artin group based on a triangle graph is also poly-free.
math.GR2019★ 2 cited
On the isomorphism problem for even Artin groups
Luis Paris, Ruben Blasco-Garcia
An even Artin group is a group which has a presentation with relations of the form with . With a group we associate a Lie -algebra $\mathcal{…
math.GR2017
Note on residual finiteness of Artin groups
Luis Paris, Ruben Blasco-Garcia, Arye Juhasz
Let be an Artin group. A partition of the set of standard generators of is called admissible if, for all , , there is at most o…
math.GR2017
Poly-freeness of even Artin groups of FC type
Ruben Blasco-Garcia, Conchita Martinez-Perez, Luis Paris
We prove that even Artin groups of FC type are poly-free and residually finite.