A Course in Real Analysis,
Edition 2
By John N. McDonald and Neil A. Weiss

Publication Date: 13 Jan 2012
Approx.668 pages

Key Features

Approx.668 pages
About the author
By John N. McDonald, Arizona State University, Tempe, U.S.A. and Neil A. Weiss, (deceased) - Areas of Expertise: Analysis, Probability, and Statistics. Affiliation: School of Mathematical and Statistical Sciences, Arizona State University, Tempe, U.S.A. Please contact Gerardo Lafferriere at gerardolf@gmail.com for more information.
Table of Contents

1. Set Theory2. The Real Number System and Calculus3. Lebesgue Measure on the Real Line4. The Lebesgue Integral on the Real Line5. Elements of Measure Theory6. Extensions to Measures and Product Measure7. Elements of Probability8. Differentiation and Absolute Continuity9. Signed and Complex Measures10. Topologies, Metrics, and Norms11. Separability and Compactness12. Complete and Compact Spaces13. Hilbert Spaces and Banach Spaces14. Normed Spaces and Locally Convex Spaces15. Elements of Harmonic Analysis16. Measurable Dynamical Systems17. Hausdorff Measure and Fractals

Book details
ISBN: 9780123877741
Page Count: 688
Retail Price : £65.99

One- or two- semester course in real analysis for upper-level undergraduate and graduate students in mathematics, applied mathematics, computer science, engineering, economics, and physics