A construction of semimodular lattices
β
George GrΓ€tzer; Emil W. Kiss
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Article
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1985
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Springer Netherlands
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English
β 871 KB
In this paper we prove that if -Y is a finite lattice, and r is an integral valued function on 2 satisfying some very natural conditions, then there exists a finite geometric (that is, semimodular and atomistic) lattice '/ containing 9 as a sublattice such that r is the height function of prestricte