2 problems

The density conjecture for extreme points of quasiperfect Vinberg domains
Extreme-point density conjecture. The extreme points of $\overline{\Omega_P}$ are dense in $\partial\Omega_P$ unless $W_P$ is affine of type $\widetilde{A}$ .
openconvex-projective-geometry reflection-groups
0 responses
06
The proximal limit set characterization for Coxeter polytopes of negative type
Proximal limit set characterization.
openconvex-projective-geometry reflection-groups
0 responses
07

The density conjecture for extreme points of quasiperfect Vinberg domains