[PDF.14dd] Introduction to Real Analysis (Dover Books on Mathematics)

Introduction to Real Analysis (Dover Books on Mathematics)

[PDF.rh53] Introduction to Real Analysis (Dover Books on Mathematics)

Introduction to Real Analysis  Michael J. Schramm, Mathematics epub
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 | #363296 in Books |  2008-11-24 |  2008-11-24 | Original language:English | PDF # 1 |  8.30 x.80 x5.30l,.85 | File type: PDF | 384 pages

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||23 of 23 people found the following review helpful.| A Book Worth Reading|By Stuart Leviton|Why do real analysis books teach the nested intervals theorem? Why do they teach Cauchy sequences, and compact sets? Why bother teaching Archimedes Axiom? Wouldn't just teaching the Completeness Axiom suffice? I recommend Schramm's book because it makes clear that the above topics distinguish the real numbers from the rationals, AND the|From the Publisher|This beautifully written text starts with proofs and sets in the first 40 pages and continues in the rest of Parts I and II to maintain an ongoing emphasis on the construction of proofs, demonstrating proper skills through detailed examples us