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0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES

Year 2012, Volume: 12 Issue: 12, 89 - 93, 01.12.2012

Jeremy F. Alm Aaron Vanwinkle

Abstract

In this note we consider the question of how large ` can be so that
M` fits inside Sub(G) as a 0-1 sublattice, for a finite abelian group G. We
answer the question for G = Zn × Zn: in this case ` = p + 1, where p is the
smallest prime dividing n.

Keywords

subgroup lattice 0-1 sublattice

Year 2012, Volume: 12 Issue: 12, 89 - 93, 01.12.2012

Jeremy F. Alm Aaron Vanwinkle

Abstract

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Details

Other ID JA54GT75KD
Journal Section Articles
Authors

Jeremy F. Alm This is me

Aaron Vanwinkle This is me

Publication Date December 1, 2012
Published in Issue Year 2012 Volume: 12 Issue: 12

Cite

APA Alm, J. F., & Vanwinkle, A. (2012). 0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES. International Electronic Journal of Algebra, 12(12), 89-93.
AMA Alm JF, Vanwinkle A. 0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES. IEJA. December 2012;12(12):89-93.
Chicago Alm, Jeremy F., and Aaron Vanwinkle. “0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES”. International Electronic Journal of Algebra 12, no. 12 (December 2012): 89-93.
EndNote Alm JF, Vanwinkle A (December 1, 2012) 0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES. International Electronic Journal of Algebra 12 12 89–93.
IEEE J. F. Alm and A. Vanwinkle, “0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES”, IEJA, vol. 12, no. 12, pp. 89–93, 2012.
ISNAD Alm, Jeremy F. - Vanwinkle, Aaron. “0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES”. International Electronic Journal of Algebra 12/12 (December 2012), 89-93.
JAMA Alm JF, Vanwinkle A. 0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES. IEJA. 2012;12:89–93.
MLA Alm, Jeremy F. and Aaron Vanwinkle. “0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES”. International Electronic Journal of Algebra, vol. 12, no. 12, 2012, pp. 89-93.
Vancouver Alm JF, Vanwinkle A. 0-1 EMBEDDINGS OF M` IN ABELIAN SUBGROUP LATTICES. IEJA. 2012;12(12):89-93.