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Submission: On July 13 via api from US — Scanned from CA
Effective URL: https://www.math.ucdavis.edu//~hunter//book//pdfbook.html
Submission: On July 13 via api from US — Scanned from CA
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PDF FILES OF APPLIED ANALYSIS BY JOHN HUNTER AND BRUNO NACHTERGAELE Updated July 21, 2005. We welcome your comments on the text. Please send them to jkhunter@ucdavis.edu or bxn@math.ucdavis.edu. Chapter 1: Metric and Normed Spaces (1–34) Chapter 2: Continuous Functions (35–60) Chapter 3: The Contraction Mapping Theorem (61–79) Chapter 4: Topological Spaces (81–89) Chapter 5: Banach Spaces (91–123) Chapter 6: Hilbert Spaces (125–147) Chapter 7: Fourier Series (149–186) Chapter 8: Bounded Linear Operators on a Hilbert Space (187–214) Chapter 9: The Spectrum of Bounded Linear Operators (215–243) Chapter 10: Linear Differential Operators and Green's Functions (245–286) Chapter 11: Distributions and the Fourier Transform (287–333) Chapter 12: Measure Theory and Function Spaces (335–377) Chapter 13: Differential Calculus and Variational Methods (379–426) References (427–429) Index Errata for First Printing Errata for Second Printing back to homepage