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Titlebook: Introduction to Measure Theory and Functional Analysis; Piermarco Cannarsa,Teresa D‘Aprile Textbook 2015 Springer International Publishing

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Piermarco Cannarsa,Teresa D‘AprileHighlights interaction between integration theory and functional analysis, with constant focus on applications.Includes a large number of examples and exercises, often proposed with hints for the read
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Product Measurestor. Then, the natural problem that arises is how to reduce a double (or multiple) integral to the computation of two (or more) simple integrals. Such a question plays a crucial role in Lebesgue integration.
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Set-Valued Functionse known results for single-valued maps can be adapted. In this chapter, we provide a quick introduction to set-valued analysis aiming to deduce a classical theorem which guarantees the existence of a measurable selection.
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Banach SpacesIn the previous chapter, we have seen how to associate a norm . with a scalar product . on a pre-Hilbert space ..
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Signed MeasuresGiven a measure space . and a function ., the so-called .. defines a .-additive set function, that is, if ., with . a family of disjoint sets, then . Therefore, when ., . is a finite measure on . satisfying .
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Introduction to Measure Theory and Functional Analysis978-3-319-17019-0Series ISSN 2038-5714 Series E-ISSN 2532-3318
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