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Matematica Università di Palermo Via Archirafi
PREISS and J TIŠER
Measure Theory and Functional Analysis
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additive Amer applications arbitrary assume automorphism Baire Banach space bounded called closed compact completely regular consequence consider construction contains continuous convergence Corollary countable defined definition denote dense disjoint elements equality equivalent example exists extension fact finite functions given gives Hausdorff Hence Hilbert space holds homeomorphism homogeneous implies integral isomorphism lattice Lebesgue measure Lemma linear locally compact Math means measure algebra measure space metric space norm Note o-finite obtain operator orthogonal outer periodic positive probability measure problem Proc Proof Proposition prove Radon measure refer regular regular Borel measure relative Remark respect restriction satisfies separable sequence set function strong subset Suppose Theorem theory topology transformations true uniform uniformly University valued vector measure weak weakly