2011
DOI: 10.4236/ojdm.2011.11001
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Factoring Elementary p-Groups for p ≤ 7

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.

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Cited by 2 publications
(2 citation statements)
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“…We note that an equivalent conjecture, called Corrádi's conjecture, is stated in [34] in the context of factorization of abelian groups. In the same paper, the conjecture is also verified up to p ≤ 7.…”
Section: Tiles Of Prime Sizementioning
confidence: 99%
“…We note that an equivalent conjecture, called Corrádi's conjecture, is stated in [34] in the context of factorization of abelian groups. In the same paper, the conjecture is also verified up to p ≤ 7.…”
Section: Tiles Of Prime Sizementioning
confidence: 99%
“…4 Az enyhülési folyamat 1975-ös csúcspontja, a Helsinkiben aláírt Európai Biztonsági Értekezlet záróokmánya után nem sokkal a nyugatiakat egyre jobban zavarta a Szovjetunió újabb erőteljes fegyverkezési hulláma, valamint az offenzívája a "harmadik világban". 7 Már 1975 őszére az enyhülés nyílt válságba került, ami a brezsnyevi offenzív-expanzív harmadikvilág-politikájában keresendő: az európai status quo tiszteletben tartása mellett a III. világban a status quo-módosítás szovjet kikényszerítése egyre markánsabban jelentkezett.…”
Section: Lélektani Eszmeküzdelemunclassified