Groups of the nilpotency class 2 of order p4 as additive groups of local nearrings
Abstract
We consider groups of the nilpotency class 2 of order p4 which are the additive groups of local nearrings. It was shown that, for odd p, out of 6 of such groups 4 of them are the additive groups of local nearrings. Some examples of such nearrings are explicitly constructed.
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