Topology M.Sc. 2 semester Mathematics compactness, unit - 4
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SOLVED: Definition Suppose that X is topological space , G is collection of subsets of X and M is point set Then the collection G is said to cover M if and
measure theory - $ M(X) $ is a Banach space if $ \| \mu \| = | \mu |(X) $. Rudin's book (RCA). - Mathematics Stack Exchange