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NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS

Year 2008, Volume: 3 Issue: 3, 96 - 102, 01.06.2008

Sándor Szabó

Abstract

If a finite elementary 3-groups is a direct product of two of its subsets that contains the identity element such that one of the factors has three or nine elements then one of the factors does not span the whole group. This is an extension of two earlier results.

Keywords

factorization of finite abelian groups periodic subsets full-rank subsets full-rank factorization exact cover algorithm

Year 2008, Volume: 3 Issue: 3, 96 - 102, 01.06.2008

Sándor Szabó

Abstract

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Details

Other ID JA37CT33UF
Journal Section Articles
Authors

Sándor Szabó This is me

Publication Date June 1, 2008
Published in Issue Year 2008 Volume: 3 Issue: 3

Cite

APA Szabó, S. (2008). NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS. International Electronic Journal of Algebra, 3(3), 96-102.
AMA Szabó S. NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS. IEJA. June 2008;3(3):96-102.
Chicago Szabó, Sándor. “NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS”. International Electronic Journal of Algebra 3, no. 3 (June 2008): 96-102.
EndNote Szabó S (June 1, 2008) NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS. International Electronic Journal of Algebra 3 3 96–102.
IEEE S. Szabó, “NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS”, IEJA, vol. 3, no. 3, pp. 96–102, 2008.
ISNAD Szabó, Sándor. “NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS”. International Electronic Journal of Algebra 3/3 (June 2008), 96-102.
JAMA Szabó S. NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS. IEJA. 2008;3:96–102.
MLA Szabó, Sándor. “NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS”. International Electronic Journal of Algebra, vol. 3, no. 3, 2008, pp. 96-102.
Vancouver Szabó S. NONFULL-RANK FACTORIZATIONS OF ELEMENTARY 3-GROUPS. IEJA. 2008;3(3):96-102.