Finite Lattice Packings and the Wull{shape

Abstract

We consider nite lattice packings C n + K of n copies of some centrally symmetric convex body K in E d for large n. Assume that C n is a subset of a lattice , and % is at least the covering radius; namely, + %K covers the space. The parametric density (C n ; %) is deened by (C n ; %) = n V (K)=V (conv C n + %K). We show that if (C n ; %) is minimal for n… (More)

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Cite this paper

@inproceedings{Betke1997FiniteLP, title={Finite Lattice Packings and the Wull\{shape}, author={Ulrich Betke}, year={1997} }