Luis Paris

collaborators

3 papers

math.GR2026

Automorphisms of the Artin group of type $D_{5}$

Luis Paris, Ignat Soroko

For the Artin group of type $D_{5}$ , we determine its automorphism group and the automorphism group of its quotient by the center. This settles the only remaining case, $n = 5$ , in the…

math.GR2025

Endomorphisms of Artin groups of type $B_{n}$

Luis Paris, Ignat Soroko

We determine a classification of the endomorphisms of the Artin groups of spherical type $B_{n}$ for $n \geq 5$ , and of their quotients by the center.

math.GR2025

Endomorphisms of Artin groups of type $A ~_{n}$

Luis Paris, Ignat Soroko

We determine a classification of the endomorphisms of the Artin group of affine type $A ~_{n}$ for $n \geq 4$ .

Automorphisms of the Artin group of type D5​

Endomorphisms of Artin groups of type Bn​

Endomorphisms of Artin groups of type A~n​

Automorphisms of the Artin group of type $D_{5}$

Endomorphisms of Artin groups of type $B_{n}$

Endomorphisms of Artin groups of type $A ~_{n}$