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https://doi.org/10.1007/s003730050008
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Cite Journal: Graphs and Combinatorics |  Publication Date: Mar 1, 2000 |
 Citations: 21 |
Affiliation: Leibniz University Hannover
It is shown that every finite lower semimodular lattice L with |L|≥2 contains a join-irreducible element x such that at most |L|/2 elements y∈L satisfy y≥x.
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