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Abstract Harmonic Analysis I, 2nd Edition | Hewitt | Springer | ISBN 9780387941905

€139.99 €80.99

ISBN: 9780387941905

Title: Abstract Harmonic Analysis I

Edition: 2nd Edition

Author: Edwin Hewitt

Publisher: Springer

Language: English

Subject: Mathematics

Category: Pure Mathematics

Sub Category: Harmonic Analysis

Book Type: Academic Textbook

Audience: Postgraduate Students, Researchers, Faculty, Libraries

Explore the foundations of harmonic analysis with “Abstract Harmonic Analysis I, 2nd Edition” by Edwin Hewitt. Published by Springer, this authoritative reference covers topological groups, Haar measure, and harmonic analysis concepts, making it an essential resource for mathematics students, researchers, and university libraries.

SKU: 41905 Category: Brand:

Description

Abstract Harmonic Analysis I, 2nd Edition by Edwin Hewitt is one of the most respected references in higher mathematics and abstract analysis. Published by Springer, this classic work presents a comprehensive treatment of harmonic analysis on locally compact groups, Haar measure, topological groups, and related mathematical structures.

 

Designed for postgraduate students, university faculty, mathematicians, and researchers, the book combines rigorous theoretical explanations with mathematical precision. It serves as an indispensable reference for advanced study in pure mathematics, functional analysis, representation theory, and modern harmonic analysis.

• Original Springer academic publication

• Written by renowned mathematician Edwin Hewitt

• Covers Abstract Harmonic Analysis fundamentals

• Comprehensive treatment of locally compact groups

• Ideal for postgraduate mathematics courses

• Suitable for researchers and university faculty

• Excellent reference for academic and institutional libraries

• High-quality mathematical content for advanced study

 

Whether for academic libraries, institutional collections, or individual researchers, this Springer publication remains a valuable addition to any mathematics collection.

 

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