Publication | Closed Access
Cyclotomic Linear Codes of Order $3$
204
Citations
8
References
2007
Year
Computational Number TheoryRepresentation TheoryWeight DistributionsFinite FieldIrreducible Cyclic CodesCoding TheoryCyclotomic Linear CodesVariable-length CodeAlgebraic Coding Theory
In this correspondence, two classes of cyclotomic linear codes over GF(q) of order 3 are constructed and their weight distributions are determined. The two classes are two-weight codes and contain optimal codes. They are not equivalent to irreducible cyclic codes in general when q > 2.
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