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complemented lattice

   Also found in: Wikipedia 0.01 sec.
complemented lattice [′käm·plə‚ment·əd ′lad·əs]
(mathematics)
A lattice with distinguished elementsaandb,and with the property that corresponding to each pointxof the lattice, there is aysuch that the greatest lower bound ofxandyisa,and the least upper bound ofxandyisb.


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Huntington problem, and research is presented by the authors that suggests new axiomatic systems for boolean algebras in terms of uniquely complemented lattices.
 
 
 
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