Characterisation of the parameters of maximum weight spectrum codes according to their spread
A Meneghetti, WK Kadir - arXiv preprint arXiv:2006.04567, 2020 - arxiv.org
arXiv preprint arXiv:2006.04567, 2020•arxiv.org
We introduce the concept of spread of a code, and we specialize it to the case of maximum
weight spectrum (MWS) codes. We classify two newly-defined sub-families of MWS codes
according to their weight distributions, and completely describe their fundamental
parameters. We focus on one of these families, the strictly compact MWS codes, proving
their optimality as MWS codes and linking them to known codes.
weight spectrum (MWS) codes. We classify two newly-defined sub-families of MWS codes
according to their weight distributions, and completely describe their fundamental
parameters. We focus on one of these families, the strictly compact MWS codes, proving
their optimality as MWS codes and linking them to known codes.
We introduce the concept of spread of a code, and we specialize it to the case of maximum weight spectrum (MWS) codes. We classify two newly-defined sub-families of MWS codes according to their weight distributions, and completely describe their fundamental parameters. We focus on one of these families, the strictly compact MWS codes, proving their optimality as MWS codes and linking them to known codes.
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