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    Discrete Mathematics-Properties of Lattices

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    Order Relations and Structures
    Properties of Lattices

    Theorem
    Let L be a Lattice. Then for every a and b in L
    (a) a V b = b if and only if a <, or = b
    (b) a &#923; b = a if and only if a <, or = b
    (c) a &#923; b = a if and only if a V b = b

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    DESCRETE MATHEMATICS

    Order Relations and Structures
    Properties of Lattices

    Compiled by:-Thokchom Sarojkumar Sinha

    Theorem
    Let L be a Lattice. Then for every a and b in L
    (a) a V b = b if and ...

    Solution Summary

    This solution is comprised of a detailed explanation for the Properties of Lattices. It contains step-by-step explanation to show that if L is a Lattice, then for every a and b in L.

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