Berger's isoembolic inequality
= Berger's isoembolic inequality
{wiki=Berger's_isoembolic_inequality}
Berger's isoembolic inequality is a result in the field of differential geometry, particularly concerning Riemannian manifolds. The inequality deals with the comparison of volumes of geodesic balls (or "volumes" in a more general sense) in Riemannian manifolds that have certain curvature bounds.