Mark F. Hagen

Cubulating hyperbolic free-by-cyclic groups: the general case

Let

Cubulating hyperbolic free-by-cyclic groups: The irreducible case

{\Phi\colon F\rightarrow F}

On hierarchical hyperbolicity of cubical groups

Φ:F→F be an automorphism of the finite-rank free group F. Suppose that

Hierarchically hyperbolic spaces II: Combination theorems and the distance formula

{G=F\rtimes_\Phi\mathbb{Z}}

Cocompactly cubulated graph manifolds

G=F⋊ΦZ is word-hyperbolic. Then G acts freely and cocompactly on a CAT(0) cube complex.

On embeddings of CAT(0) cube complexes into products of trees via colouring their hyperplanes

For a CAT(0) cube complex