Gitterperiodische Punktmengen und Isoperimetrie.
Lattice Points in High-Dimensional Spheres.
Les réseaux et sont équivalents
On montre que le réseau de Barnes-Wall de rang est équivalent au réseau à double congruence de Martinet. La preuve utilise la notion de voisinage de Kneser et des résultats de Koch et Venkov sur le défaut du voisinage (“Nachbardefekt”).
Mehrfache gitterförmige Kreis- und Kugelanordnungen.
Multi-covering radius for rank metric codes.
Multiple Lattice Packings and Coverings of Spheres.
Multiple tilings by cubes with no shared faces.
Multiple Tilings of n-Dimensional Space by Unit Cubes.
Multiplicative lattices in global fields.
Non-integer lattice tilings by (k, n) truncated crosses.
Note to a paper of Bambah, Rogers and Zassenhaus
O jistém pokrytí racionálních bodů v rovině nekonečnou jednoduchou lomenou čarou
On a generalization of Craig lattices
In this paper we introduce generalized Craig lattices, which allows us to construct lattices in Euclidean spaces of many dimensions in the range which are denser than the densest known Mordell-Weil lattices. Moreover we prove that if there were some nice linear binary codes we could construct lattices even denser in the range . We also construct some dense lattices of dimensions in the range . Finally we also obtain some new lattices of moderate dimensions such as , which are denser than the...
On a Problem Connected with a Theorem of Jarnik.
On a problem of A.D. Sands.
On a problem of Ryškov concerning lattice coverings
On conjectures of Minkowski and Woods for n=8
On Convex Bodies that Permit Packings of High Density.
On coverings with convex domains
On Gauss's proof of Seeber's Theorem.