In the present paper, we investigate the existence of lattice perfect codes in two families of two-dimensional lattices built from the Minkowski embedding ...
In the present paper, we investigate the existence of lattice perfect codes in two families of two-dimensional lattices built from the Minkowski embedding ...
This paper investigates the existence of lattice perfect codes when considered as sublattices of other lattices under the Euclidean metric, and generalizes ...
We propose an algebraic construction for codes which are GF(q)-images of Abelian codes over GF(qm). These codes generalize the Beenker's codes [1] and the ...
In the present paper, we investigate the existence of lattice perfect codes when considered as sublattices of other lattices under the Euclidean metric.
Codes in Zn for a particular metric (d+) which arises in several scenarios are equivalent to codes in (An,d).
Mar 4, 2016 · I want to compute the unique sub-lattices that have a volume that is N times the volume of the unit cell.
In the present paper, we investigate the existence of lattice perfect codes when considered as sublattices of other lattices under the Euclidean metric.
Missing: two- | Show results with:two-
Jul 7, 2019 · In the present paper, we investigate the existence of lattice perfect codes when considered as sublattices of other lattices under the ...
Borders on the radius of perfect codes in a generic lattice are generalized based on covering density, and covering radius of the ambient lattices, ...