2 problems

Arithmetic holonomy conjecture for maximal volume ideal polyhedra
Let $S$ be the surface associated with a maximal volume ideal polyhedron, and let … be its holonomy representation. An arithmetic Fuchsian group is a subgroup of…
openFrom papersarithmetic-groups hyperbolic-geometry ideal-polyhedra
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5
Rational Angle Conjecture for maximal volume ideal polyhedra
Let $\mathcal{T}$ be a realizable triangulation of the sphere, and consider the volume-maximizing ideal polyhedron with combinatorial type $\mathcal{T}$ . Rational Angle Conjecture.…
openFrom papersarithmetic-geometry hyperbolic-geometry ideal-polyhedra
0 responses
3

Arithmetic holonomy conjecture for maximal volume ideal polyhedra