Search Results - "J. C. Interlando"

Constructions of Dense Lattices of Full Diversity by A. A. Andrade, A. J. Ferrari, J. C. Interlando, R. R. Araujo

“…A lattice construction using Z-submodules of rings of integers of number fields is presented. The construction yields rotated versions of the laminated lattices…”
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Lattice constellations and codes from quadratic number fields by Pires da Nobrega Neto, T., Interlando, J.C., Favareto, O.M., Elia, M., Palazzo, R.

“…We propose new classes of linear codes over integer rings of quadratic extensions of Q, the field of rational numbers. The codes are considered with respect to…”
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On the decoding of Reed-Solomon and BCH codes over integer residue rings by Interlando, J.C., Palazzo, R., Elia, M.

“…We present a decoding procedure for Reed-Solomon (RS) and BCH codes defined over an integer residue ring pgZ/sub q/, where q is a power of a prime p. The…”
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Group block codes over nonabelian groups are asymptotically bad by Interlando, J.C., Palazzo, R., Elia, M.

“…It is known that group block codes over nonabelian groups of order less than 32 are asymptotically bad. In this correspondence we extend that result, showing…”
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On the equivalence between propelinear and binary G-linear codes by Alves, M.M.S., Geronimo, J.R., Palazzo, R., Costa, S.R., Interlando, J.C.

“…The main objective of this paper is to establish a relationship between propelinear codes and binary G-linear codes as defined in Costa et al., (1997). We show…”
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Relating propelinear and binary G-linear codes by Alves, Marcelo M.S., Gerônimo, João R., Palazzo, Reginaldo, Costa, Sueli I.R., Interlando, J.Carmelo, Araújo, Martinho C.

“…In this paper we establish the connections between two different extensions of Z 4 -linearity for binary Hamming spaces. We present both notions –…”
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Construction of signal sets matched to Abelian and Non-Abelian groups by Palazzo, R., Interlando, J.C., de Almeida, C.

“…We present an algorithm for the construction of signal sets matched to abelian and non-abelian groups based on the concept of the closed d-chain. This…”
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