£46.35

Springer Modern Real Analysis - Graduate Texts in Mathematics 278

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Description

Modern Real Analysis is a comprehensive first-year graduate text that provides a rigorous foundation in real analysis through contemporary measure and integration theory. This self-contained resource presents concepts in a natural progression from fundamental to advanced topics, making it ideal for graduate students seeking deep understanding of mathematical analysis. The text covers differentiation of measures, functional analysis elements, the Riesz Representation Theorem, Schwartz distributions, the area formula, and Sobolev functions, with applications to harmonic analysis. Published by Springer as volume 278 in the Graduate Texts in Mathematics series, this definitive resource combines rigorous mathematical treatment with pedagogical clarity, equipping readers with essential tools for advanced study and research in pure mathematics.

Key Features

Modern Real Analysis covers differentiation of measures and functional analysis elements essential for graduate-level mathematical understanding.

The text presents the Riesz Representation Theorem and Schwartz distributions as key topics within its comprehensive curriculum.

Graduate students benefit from the Sobolev functions coverage and applications to harmonic analysis included throughout the resource.

Springer's Graduate Texts in Mathematics series volume 278 provides a self-contained, definitive treatment of measure and integration theory.

The natural progression from simple to difficult concepts makes Modern Real Analysis accessible yet rigorous for first-year graduate study.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
19 December 2017
Listed Since
29 June 2017

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