Apparaît également dans la collection : 2025 - T2 - WS1 - Higher rank geometric structures, Higgs bundles and physics
For every positive Anosov representation of a free group into $\mathrm{SO}(2n,2n-1)$, we define a family of cocycles giving rise to proper affine actions with the given linear part on $4n-1$--dimensional real affine space. Furthermore, we use higher-dimensional versions of Drumm's crooked planes to construct fundamental domains for these actions. This is joint work with Jean-Philippe Burelle.
De Maciej Bocheński
De Brian Collier
De Brian Collier
De Brian Collier
De Samuel Bronstein
De Junming Zhang
De Sara Maloni
De Sara Maloni
De Sara Maloni
De Sara Maloni
De Leon Carvajales
De Mason Hart
De Matthew Stover
De Matthew Stover
De Matthew Stover
De Matthew Stover
De Matthew Stover
De Matthew Stover
De François Charles
De Keiji Oguiso
De Ngaiming Mok
De Sam Mellick
