A Review of the theory of completely primary finite rings
Author
Chikunji, Chiteng’a
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We give a review of recent developments in the theory of finite rings with identity and pay special attention to a class of finite rings whose sets of all zero divisors form additive groups. We further describe the structure of such rings and provide a general representation for these rings as additive direct sums of cyclic modules over their maximal Galois subrings.