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Birkhauser Theory of Function Spaces - Mathematical Analysis

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Description

Theory of Function Spaces (Modern Birkhauser Classics) provides a rigorous examination of the Bsp,q and Fsp,q scales of distribution spaces. This mathematical text focuses on Fourier analysis using maximal functions, Fourier multipliers, and interpolation assertions. Chapter 2 serves as the central core of the book, establishing the foundational framework for these spaces. The book extends its scope to smooth bounded domains in Rn within Chapter 3. These theoretical results are applied in Chapter 4 to investigate general boundary value problems for regular elliptic differential operators. Additional chapters cover topics such as entire analytic functions, providing a comprehensive resource for students and professionals in functional analysis and mathematical research.

Key Features

This Birkhauser publication explores the Bsp,q and Fsp,q scales of distribution spaces within the framework of Fourier analysis.

The text utilizes techniques including maximal functions, Fourier multipliers, and interpolation assertions to develop its mathematical arguments.

Chapter 3 provides detailed coverage of corresponding spaces on smooth bounded domains in Rn.

Applications of these results are presented in Chapter 4 for studying general boundary value problems for regular elliptic differential operators.

Additional chapters cover specialized topics such as entire analytic functions to expand the scope of the research.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
20 August 2010
Listed Since
13 November 2009

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