Low dimensional strongly perfect lattices. I: The 12-dimensional case

Abstract

It is shown that the Coxeter-Todd lattice is the unique strongly perfect lattice in dimension 12.

References in corpus (1)

• New upper bounds on sphere packings I

Cited by in corpus (3)

• Spherical designs and zeta functions of lattices
• Low dimensional strongly perfect lattices IV: The dual strongly perfect lattices of dimension 16
• Spherical designs and lattices