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Fourier Analysis: Volume 1, Theory (London Math. Constantin Paperback**
Fourier Analysis: Volume 1, Theory (London Math. Constantin Paperback**
Fourier Analysis: Volume 1, Theory (London Math. Constantin Paperback**
Fourier Analysis: Volume 1, Theory (London Math. Constantin Paperback**
Fourier Analysis: Volume 1, Theory (London Math. Constantin Paperback**
Fourier Analysis: Volume 1, Theory (London Math. Constantin Paperback**

Fourier Analysis: Volume 1, Theory (London Math. Constantin Paperback**

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Fourier Analysis: Volume 1, TheoryAuthor(s): Adrian Constantin\nFormat: Paperback\nPublisher: Cambridge University Press, United Kingdom\nImprint: Cambridge University Press\nISBN-13: 9781107620353, 978-1107620353\nSynopsis\nFourier analysis aims to decompose functions into a superposition of simple trigonometric functions, whose special features can be exploited to isolate specific components into manageable clusters before reassembling the pieces. This two-volume text presents a largely self-contained treatment, comprising not just the major theoretical aspects (Part I) but also exploring links to other areas of mathematics and applications to science and technology (Part II). Following the historical and conceptual genesis, this book (Part I) provides overviews of basic measure theory and functional analysis, with added insight into complex analysis and the theory of distributions. The material is intended for both beginning and advanced graduate students with a thorough knowledge.

Fourier Analysis: Volume 1, Theory (London Math. Constantin Paperback**

Fourier Analysis: Volume 1, TheoryAuthor(s): Adrian Constantin\nFormat: Paperback\nPublisher: Cambridge University Press, United Kingdom\nImprint: Cambridge University Press\nISBN-13: 9781107620353, 978-1107620353\nSynopsis\nFourier analysis aims to decompose functions into a superposition of simple trigonometric functions, whose special features can be exploited to isolate specific components into manageable clusters before reassembling the pieces. This two-volume text presents a largely self-contained treatment, comprising not just the major theoretical aspects (Part I) but also exploring links to other areas of mathematics and applications to science and technology (Part II). Following the historical and conceptual genesis, this book (Part I) provides overviews of basic measure theory and functional analysis, with added insight into complex analysis and the theory of distributions. The material is intended for both beginning and advanced graduate students with a thorough knowledge.

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