modular lattice

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modular lattice [‚mäj·ə·lər ′lad·əs]

(mathematics)

A lattice with the property that, ifxis equal to or greater thanz, then for any elementy, the greatest lower bound ofxandvequals the least upper bound ofwandz, wherevis the least upper bound ofyandzandwis the greatest lower bound ofxandy.

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