MacWilliams Identities and Generator Matrices for Linear Codes over ℤp4[u]/(u2 - p3β, pu)
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DOI: 10.3390/axioms13080552
Abstract: Suppose that R=Zp4[u] with u2=p3β and pu=0, where p is a prime and β is a unit in R. Then, R is a local non-chain ring of order p5 with a unique maximal ideal J=(p,u)… read more here.
Keywords: linear codes; identities generator; generator matrices; macwilliams identities ... See more keywords