Yet Two Additional Large Numbers of Subuniverses of Finite Lattices

DelbrinAhmed; Eszter K.Horváth

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Yet Two Additional Large Numbers of Subuniverses of Finite Lattices

机译：然而,两个额外的大量次级共同体有限的晶格

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By a subuniverse, we mean a sublattice or the emptyset. We prove that the fourth largest number of subuniverses of an n-element lattice is 43 2n?6 for n ≥ 6, and the fifth largest number of subuniverses of an n-element lattice is 85 2n?7 for n ≥ 7. Also, we describe the n-element lattices with exactly 43 2n?6 (for n ≥ 6) and 85 2n?7 (for n ≥ 7) subuniverses.

机译：由其,我们意味着亚点阵或emptyset。次级共同体的n元晶格是432 n ?85 2 n n元晶格的次级共同体?n≥7。与完全43 2 n格?2 n ?

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《Hormone molecular biology and clinical investigation.》 |2019年第2期|251-261|共11页
作者
DelbrinAhmed; Eszter K.Horváth;
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作者单位

University of Szeged, Bolyai Institute;

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原文格式 PDF
正文语种英语
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关键词
crystal lattices; Finite; Large Numberslattices (mathematics);

机译：晶体晶格;有限元;大Numberslattices(数学);

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Yet Two Additional Large Numbers of Subuniverses of Finite Lattices

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