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this book outlines an elementary, one-semester course that exposes students to both the process of rigor, and the rewards inherent in taking an axiomatic approach to the study of functions of a real variable. The aim of a course in real analysis should be to challenge and improve mathematical intuition rather than to verify it. The philosophy of this book is to focus attention on questions which give analysis its inherent fascination. This new edition is extensively revised and updated with a refocused layout. In addition to the inclusion of extra exercises, The quality and focus of the exercises in this book has improved, which will help motivate the reader. New features include a discussion of infinite products, and expanded sections on metric spaces, the Baire category theorem, br>multi-variable functions, and the Gamma function. reviews from the first edition: "this is a dangerous book. Understanding analysis is so well-written and the development of the theory so well-motivated that exposing students to it could well lead them to expect such excellence in all their textbooks.... Understanding analysis is perfectly titled; if your students read it that's what's going to happen. This terrific book will become the text of choice for the single-variable introductory analysis course; take a look at it next time you're preparing that Class." -steve Kennedy, the mathematical association of America, 2001 "each br>Chapter begins with a discussion section and ends with an epilogue the discussion serves to motivate the content of the br>Chapter while the br>Epilogue points tantalisingly to more advanced topics.... I wish I had written this book! The development of the subject follows the tried-and-true path, but the presentation is engaging and challenging. Abbott focuses attention immediately on the topics which make analysis fascinating... And makes them accessible to an inexperienced audience." -scott sciffer, the Australian mathematical society Gazette, 29: 3, 2002 . Review: Hard Binded , Indian Edition - A very good quality analysis book from Springer Nice and clear explanation, good amount of exercise questions and especially good for self study Review: Great book - If you find Rudin difficult or terse, you can surely choose it. Very nice theory and great problems. The book is also good for a single semester.
| Best Sellers Rank | #33,372 in Books ( See Top 100 in Books ) #23 in Calculus #80 in Library & Information Science |
| Customer Reviews | 4.6 out of 5 stars 621 Reviews |
S**E
Hard Binded , Indian Edition
A very good quality analysis book from Springer Nice and clear explanation, good amount of exercise questions and especially good for self study
M**S
Great book
If you find Rudin difficult or terse, you can surely choose it. Very nice theory and great problems. The book is also good for a single semester.
T**E
Strictly overrated!
Not the best for beginners it feels like you are not even doing analysis properly. There are much better books out in the market like introduction to real analysis by bartle and sherbet, A basic course in real analysis by S.Kumaresan and Ajit Kumar. Feels waste of money
A**D
Damaged Product
Received product was damaged
A**R
it was by mistake i ordered kindle edition of this book
why can't i cancel the kindle edition of book.i just needed the actual book
A**R
a wonderful introduction to analysis that I am wary I cannot do it justice
This book is such a wonderful introduction to analysis that I am wary I cannot do it justice. It stands in its own right and for those who do not appreciate Rudin's brevity this book allows you to appreciate Rudin's brevity.
C**Z
Great book
A starting course on functional analysis and some proof knowlegde would be fine before starting the reading, but it has very good examples and excercises to work through
D**N
Engaging book
Writes a dense subject in a very engaging manner
B**N
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I**S
The book helps you to understand real analysis well.
Well written. Good examples and exercises.
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