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Reversible complement cyclic codes over finite chain rings (2308.00642v1)

Published 1 Aug 2023 in cs.IT and math.IT

Abstract: Let k be an arbitrary element of a finite commutative chain ring R and u be a unit in R. In this work, we present necessary conditions which are sufficient as well for a cyclic code to be a (u,k) reversible complement code over R. Using these conditions, all principally generated cyclic codes over the ring Z_{2}+vZ_{2}+v{2}Z_{2}, v{3}=0 of length 4 have been checked to find whether they are (1,1) reversible complement or not.

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