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Order-semi-primal lattices
(1994)
Universal Algebra
(2004)
Hyperquasivarieties
(2003)
Logic
(2001)
Power-ordered sets are not always lattices. In the case of distributive lattices we give a description by disjoint of chains. Finite power-ordered sets have a polarity. We introduct the leveled lattices and show examples with trivial tolerance. Finally we give a list of Hasse diagrams of power-ordered sets.
Vorlesung Logik
(2000)