Euclidean Artin–Tits groups are acylindrically hyperbolic

In this paper, we prove that all Euclidean Artin–Tits groups are acylindrically hyperbolic. To any Garside group of finite type, Wiest and the author associated a hyperbolic graph called additional length they used it to show central quotients spherical type general, is not priori but McCammond Sulway have shown embeds into an infinite-type which call crystallographic group. We associate exhibit elements act loxodromically weakly properly discontinuously on graph.