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Slightly Regular and Vague Measures
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Outer and inner measures of a measure μ are defined and used to prove results involving them on a lattice l and its complement l'. Most of the results concern slightly regular measures, and vague measures. Then outer and inner measures associated to two measures μ, ν are then used to prove results involving them on two lattices l1, and l2 where l1 ⊂ l2.
Keywords
Outer Measure, Inner Measure, Slightly Regular Measure, Vague Measure, Normal Lattice, Semi-Separate.
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