Artin–Tits group
GROUP ADMITTING A PRESENTATION WHOSE RELATIONS ARE OF THE FORM STST…= TSTS…, WHERE BOTH SIDES HAVE EQUAL LENGTHS, SUCH THAT THERE EXISTS AT MOST 1 RELATION FOR EACH PAIR OF DISTINCT GENERATORS S, T
Right angled Artin group; Right-angled Artin group; Free partially commutative group; Artin group of finite type; Graph group; Trace group; Semifree group; Locally free group; Draft:Artin-Tits groups; Artin-Tits groups; Artin–Tits groups; Artin-Tits group; Artin group
In the mathematical area of group theory, Artin groups, also known as Artin–Tits groups or generalized braid groups, are a family of infinite discrete groups defined by simple presentations. They are closely related with Coxeter groups.