Mar 20, 2012 · Abstract:We propose new results on low weight codewords of affine and projective generalized Reed-Muller codes. In the affine case we prove ...
Jan 18, 2014 · This article proposes a study on low weight codewords of generalized Reed–Muller (GRM) codes and projective GRM (PGRM) codes of degree d, ...
We propose new results on low weight codewords of affine and projective generalized Reed-Muller codes. In the affine case we prove that if the size of the ...
We propose new results on low weight codewords of affine and projective generalized Reed---Muller (GRM) codes. In the affine case we prove that if the ...
Mar 13, 2015 · We propose new results on low weight codewords of affine and projective generalized Reed-Muller codes. In the affine case we prove that if ...
We give a description of the weighted Reed-Muller codes over a prime field in a modular algebra. A description of the homogeneous Reed-Muller codes in the same ...
We propose new results on low weight codewords of affine and projective gener-alized Reed-Muller codes. In the affine case we give some resu lts on ...
On low weight codewords of generalized affine and projective Reed–Muller codes ... Lecture Notes in Computer Science, vol. 311, pp. 125–129. Springer ...
The generalized Reed-Muller codes and the projective Reed-Muller codes have been studied widely by coding theorists and mathematicians in the last few decades.
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Ballet, S., Rolland, Robert.: Remarks on low weight codewords of generalized affine and projective reed-muller codes. In: Proceedings of the International ...