Otro
Constructions of ideal lattices with full diversity
Registro en:
Journal of Advanced Research in Applied Mathematics, v. 3, n. 3, p. 82-92, 2011.
1942-9649
8940498347481982
6300326709529109
Autor
Andrade, Antonio Aparecido de
Carvalho, Edson Donizete de
Resumen
In this paper, we present new constructions of ideal lattices for the Rayleigh fading channel in Euclidean spaces with full diversity. These constructions are through totally real subfields of cyclotomic fields, obtained by endowing their ring of integers. With this method we reproduce rotated versions of algebraic lattices where the performance in terms of minimum product distance is related with the field determinant.