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In this paper, we study the structure of cyclic codes of length n over the ring F2 +uF2 +vF2 +uvF2 +u2F2 +v2F2 +u2v2F2. We characterize a set of generators for each cyclic code. We study the rank for these codes, and we find their minimal spanning sets. Lee weights and Gray maps for these codes over F2 + uF2 + vF2 +uvF2 + u2F2 + v2F2 + u2v2F2 are also studied.
Cyclic codes; Codes over rings; Gray map; Lee weight.
Cyclic codes; Codes over rings; Gray map; Lee weight.
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