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| A COURSE IN REAL ANALYSIS
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To order this title, and for more information, click here
By
Neil Weiss, Arizona State University, Tempe, U.S.A.
John McDonald, Arizona State University, Tempe, U.S.A.
Description
A Course in Real Analysis provides a firm foundation in real analysis concepts and principles while presenting a broad
range of topics in a clear and concise manner. This student-oriented text balances theory and applications, and contains a wealth of
examples and exercises. Throughout the text, the authors adhere to the idea that most students learn more efficiently by progressing
from the concrete to the abstract. McDonald and Weiss have also created real application chapters on probability theory, harmonic analysis,
and dynamical systems theory. The text offers considerable flexibility in the choice of material to cover.
Audience
Intended for a one-year course in real analysis for undergraduate and first-year graduate courses. Primarily for mathematics majors and requires advanced calculus.
Contents
Set Theory
The Real Numbers and Calculus
Lebesque Theory on the Real Line
Measure Theory
Elements of Probability
Differentiation
Elements
of Topological and Metric Spaces
Completeness, Compactness, and Approximation
Hilbert Spaces
Classical Banach Spaces
Basic Theory of
Normed and Locally Convex Spaces
Elements of Harmonic Analysis
Measurable Dynamical Systems
Index
| Bibliographic details |
Hardbound, 745 pages, publication date: JAN-1999
ISBN-13: 978-0-12-742830-7
ISBN-10: 0-12-742830-5
Imprint: ACADEMIC PRESS
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| Price and Ordering |
Price:
EUR 93.95
USD 129
GBP 80
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Last update: 30 Nov 2009
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