References
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Proc. IEEE Int. Symp. Inform. Theory
Generalized Hamming weights for
$Z_4$ -linear codes A. E. Ashikhmin -
IEEE Trans. Inform. Theory
v.40
The
$Z_4$ -linearity of Kerdock, Preparata, Goethals, and related codes A. R. Hammons;P. V. Kumar;A. R. Calderbank;N. J. A. Sloane;P. Sole -
IEEE Trans. Inform. Theory
v.41
The algebraic decoding of the
$Z_4$ -linear Goethals code T. Helleseth;P. V. Kumar - IEEE Trans. Inform. Theory v.37 Generalized Hamming weights for linear codes V. K. Wei
- IEEE Trans. Inform. Theory v.39 On the generalized Hamming weights of product codes V. K. Wei;K. Yang
-
IEEE Trans. Inform. Theory
v.42
On the weight hierarchy of Kerdock codes over
$Z_4$ K. Yang;T. Helleseth;P. V. Kumar;A. Shanbhag -
IEEE Trans. Inform. Theory
On the weight hierarchy of Preparata codes over
$Z_4$ K. Yang;T. Helleseth -
IEEE Trans. Inform. Theory
On the weight hierarchy of Goethals codes over
$Z_4$ K. Yang;T. Helleseth -
한국통신정보 보호학회 종합학술발표회 논문집
v.6
no.1
길이가 16인
$Z_4$ 위의 Preparata 부호는 연쇄조건을 만족하지 않는다 양경철;임두루 -
제 7회 통신정보합동학술대회(JCCI'97)논문집
길이가 32인
$Z_4$ 위의 Preparata 부호의 연쇄조건 임두루;양경철