A classification of radial or totally geodesic ends of real projective orbifolds I: a survey of results
A classification of radial or totally geodesic ends of real projective orbifolds I: a survey of results
<!-- *** Custom HTML *** --> Real projective structures on $n$-orbifolds are useful in understanding the space of representations of discrete groups into $\mathsf{SL}(n+1, \mathbb{R})$ or $\mathsf{PGL}(n+1, \mathbb{R})$. A recent work shows that many hyperbolic manifolds deform to manifolds with such structures not projectively equivalent to the original ones. The …