1 citations · 1 across the 2 of their papers we have counts for
2 papers
math.NT2006
Perfect Delaunay Polytopes and Perfect Quadratic Functions on Lattices
Robert Erdahl, Andrei Ordine, Konstantin Rybnikov
A polytope whose vertices belong to a lattice of rank is Delaunay if there is a circumscribing -dimensional ellipsoid, , with interior free of lattice points so that…
math.NT2004★ 1 cited
Perfect Delaunay Polytopes and Perfect Inhomogeneous Forms
Robert Erdahl, Andrei Ordine, Konstantin Rybnikov
A lattice Delaunay polytope D is called perfect if it has the property that there is a unique circumscribing ellipsoid with interior free of lattice points, and with the surface co…