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Titlebook: Vector Measures, Integration and Related Topics; Guillermo P. Curbera,Gerd Mockenhaupt,Werner J. Ri Conference proceedings 2010 Birkhäuser

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Equations Involving the Mean of Almost Periodic Measures,isfies equation . In this context . is an almost periodic function on ℝ, μ is a positive almost periodic measure on ℝ and υ is a bounded measure also on ℝ. With a suitable choice of the measures μ and υ equation (E) becomes . where . is an almost periodic function on ℝ and ϕ belongs to ..(ℝ).
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,Non-commutative Yosida-Hewitt Theorems and Singular Functionals in Symmetric Spaces of τ-measurableth a semifinite von Neumann algebra .. Our principal theorem permits the systematic study of the lienar spaces of normal and singular linear functionals on symmetrically normed .-bimodules. We present some applications and give a decomposition into normal and singular parts for weakly compact operators on such spaces.
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On Operator-valued Measurable Functions,uss are mostly applications of a useful lemma (Lemma 2.1 in this paper) about measurable operator-valued functions. The lemma and its elementary proof, as well as some special versions thereof, are also discussed in this note.
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Birkhäuser Basel 2010
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Vector Measures, Integration and Related Topics978-3-0346-0211-2Series ISSN 0255-0156 Series E-ISSN 2296-4878
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On Mean Ergodic Operators,Aspects of the theory of mean ergodic operators and bases in Fréchet spaces were recently developed in [.]. This investigation is extended here to the class of barrelled locally convex spaces. Duality theory, also for operators, plays a prominent role.
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