Rennes 1 University, Beaulieu Site, Building 23, Office 334
adrien.abgrall _ univ-rennes1.fr
Cette page en français
I study Geometric Group Theory, more precisely the geometry of CAT(0) cube complexes and the outer space of right-angled Artin groups, supervised by Vincent Guirardel. I am also interested in Baumslag-Solitar groups and general graphs of free groups.
Spatial cube complexes, in preparation
Untwisted McCool groups for right-angled Artin groups have Type VF, in preparation
On residual finiteness in graphs of free groups with cyclic edge groups, with Zachary Munro, preprint
Introductory video (in french) to the mathematics of origami:
The following images come from 3D models and can be rotated to see them from every angle.
Dupin's cyclide, a cubic surface obtained by inverting a torus at one of its points. It contains 4 real lines and each has complement fibered by circles. Flipping the object over corresponds to the automorphism exchanging the two coordinates of the torus.
More to come soon…