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Conditions are given for a multiplicative lattice to be a finite Boolean algebra. Multiplicative lattices in which semiprimary elements are primary or in which prime elements are weak meet principal are studied. The lattice of filters of a bounded commutative semilattice are investigated. Finally, we study compactly packed lattices.

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Periodica Mathematica Hungarica
Authors: D. Anderson, E. Johnson, and Richard Spellerberg II
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