Notes to meant to accompany Rudin's "Principles of Mathematical Analysis." Detailed enough for self-study, with or without the book.
Classical Analysis papers and preprints available in pdf, ps, and abs formats from UC Davis.
Eric Schechter (AP, 1996) available in printed and CR-ROM editions. Preface, table of contents and other excerpts.
D.H.Fremlin (Aug. 2001), University of Essex. Includes table of contents.
Available for download in pdf, and dvi.
By Robert Ash and W.P. Novinger. Complete text in PDF.
Class notes by Daniel Ueltschi. A concise and readable text written with applications in mind. Covers standard topics for an analysis course such as metric, topological and Hilbert spaces, Fourier analysis, distributions and Lebesgue integration, as well as an introduction to probability theory.
Textbook by John Hunter and Bruno Nachtergaele. Standard topics in analysis presented in a rigorous but practical manner. In PDF files by chapters.
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