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S. Szabó and C. Ward, “Factoring elementary groups of prime cube order into subsets,” Mathematics of Computation 67 (1998), 1199-1206. doi:10.1090/S0025-5718-98-00929-6

has been cited by the following article:

• TITLE: Factoring Elementary p-Groups for p ≤ 7

  AUTHORS: Sándor Szabó

  KEYWORDS: Factorization of Finite Abelian Groups, Full-Rank Subset, Full-Rank Factorization, Periodic Subset, Periodic Factorization, Rédei’s Conjecture, Corrádi’s Conjecture

  JOURNAL NAME: Open Journal of Discrete Mathematics, Vol.1 No.1, April 8, 2011

  ABSTRACT: It is an open problem if an elementary p-group of rank k ≥ 3 does admit full-rank normalized factorization into two of its subsets such that one of the factors has p elements. The paper provides an answer in the p ≤ 7 special case.