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Factoring Elementary p-Groups for p ≤ 7

Factoring Elementary p-Groups for p ≤ 7
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摘要 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. 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.
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出处 《Open Journal of Discrete Mathematics》 2011年第1期1-5,共5页 离散数学期刊(英文)
关键词 FACTORIZATION of Finite Abelian Groups Full-Rank SUBSET Full-Rank FACTORIZATION PERIODIC SUBSET PERIODIC FACTORIZATION Rédei’s CONJECTURE Corrádi’s CONJECTURE Factorization of Finite Abelian Groups Full-Rank Subset Full-Rank Factorization Periodic Subset Periodic Factorization Rédei’s Conjecture Corrádi’s Conjecture
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