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On the number of cyclic quotients of some abelian p-groups
(2007-11) EniOluwafe, M.
We determine in this paper, the precise number of cyclic quotients of Abelian p-groups of exponent p and rank r > 1; / = 1 and 2
On the precise order of unit groups of burnside rings of some finite abelian group
(2008-05) EniOluwafe, M.
We determine the precise order of B * (G), for G = ©i Gi, a bounded abelian 2-group, where G, is a direct sum of r copies of a cyclic group of order 2". The cases r = 1 and r = k, for some natural number k, are respectively considered in this paper.