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Real Analysis (4th Edition) 4th Edition

3.3 out of 5 stars 18 customer reviews
ISBN-13: 978-0131437470
ISBN-10: 013143747X
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Product Details

  • Hardcover: 544 pages
  • Publisher: Pearson; 4 edition (January 15, 2010)
  • Language: English
  • ISBN-10: 013143747X
  • ISBN-13: 978-0131437470
  • Product Dimensions: 7.1 x 1.3 x 9.2 inches
  • Shipping Weight: 2.2 pounds (View shipping rates and policies)
  • Average Customer Review: 3.3 out of 5 stars  See all reviews (18 customer reviews)
  • Amazon Best Sellers Rank: #522,647 in Books (See Top 100 in Books)
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Customer Reviews

Top Customer Reviews

Format: Hardcover Verified Purchase
We're using this text for my real analysis class. We've made it through 8 chapters so far, and I must say that I'm rather disappointed with this book. I can't compare the 4th edition to any of the previous editions, as I haven't read them, but I'm not sure if this really could be called an improvement. It's riddled with errors (the errata, as of September 2011, is 12 pages long, and even it has errors! I've found some of the proofs to be confusing (for example, see his proof of Young's inequality... I find that using the convexity of the exponential is much clearer. Semi-frequently, I find myself digging through Stein and Shakarchi, Kolmogorov and Fomin or Bruckner, Bruckner and Thompson's Real Analysis book to figure out what's going on.

Professors: If you're going to require a text that costs this much, make sure it has less errors.
Students: It's not just the reading that's flawed! Several exercises have typos, or are even completely misstated! Here's a link to the errata:

[...]

*Apparently the link was removed by someone that wasn't me. I suspect that it caused some red flags for Amazon to have an external link here. One can easily find it by typing "Royden Errata 4th Edition" in any search engine. 1/14/2012
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Format: Hardcover Verified Purchase
I recently ordered a copy of this book from Amazon. I had tried without success to make sure that they sent me a late printing so that I could avoid the typos. Unfortunately, these efforts failed and the copy they sent me had all of the 19 pages worth of errata still in it. I don't understand why that should be since the errata page says a corrected printing was to be created in 2011 and I was told personally by professor Fitzpatrick that a corrected printing has been published. The margin at the binding side is very narrow so that the book has to be forced all the way open in order to read all of it. Unfortunately, the binding is very flimsy and it is easy to imagine that it won't last long being constantly opened wide like that. I'm going to pass on this book unless I can be assured that these issues have been addressed and resolved.
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Format: Hardcover Verified Purchase
My Real Analysis class follows this book. However, when I ordered it and got it, I found out that I have a bad printout - when any previously used equations were mentioned, only (??) was in the text, some exercises were missing or numbered differently, and some paragraphs were also missing. Somehow, the book cover was the same as the 4th edition. The seller agreed to take the book back, but it was still inconvenient, and I met other people from my class who had the same problem.
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Format: Hardcover Verified Purchase
Unfortunately, adding Fitpatrick to the authorship of this previously wonderful real analysis text did not benefit anyone--at least in the fourth edition, first printing. There were more errata in this text than I've ever seen in any other text. It makes you wonder if anyone was checking the text before it was published. I'm hoping later printings improved, but my professor, classmates, and I did not appreciate being beta testers. Unfortunately, because of the state of this text, the professors who loved and used Royden at my graduate school have since switched to Folland for all future real analysis course. It's quite a shame, and I'm not sure Mr. Royden would have been pleased.
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Format: Hardcover Verified Purchase
I used this book in my second semester analysis class. I think the book does a good job laying out measure theory and Lebesgue integration, and materials about topological spaces can serve as complement reading of Munkres' book (I'm taking topology at the same time). However, there are some typos in the book and some of the questions and examples are wrong.

For example, p43, q18 is wrong; p143 q9 is wrong because in Young's inequality there is equality iff a^p=b^q, and on the same page the last example is incorrect.
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Format: Hardcover Verified Purchase
The grammatical errors induced from third to fourth edition are quite irksome. Also, in many proofs, key words and symbols are switched, changing the meaning. But, the third was an outstanding book and the fourth is still my best resource on the subject.
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Format: Hardcover
When I found out that my class for real analysis would be using Royden, having used the 3rd edition long ago, I lost all hope for things turning out well. Short version: that book is awful for a student trying to learn the subject from scratch. Luckily, this is 4th Edition. It turns out measure theory isn't that hard! This time the proofs are clear, examples are sufficient, and there are more than enough problems. It's almost impossible to compare the editions.

That said, there are two problems that keep this from being a five-star book. First, check out the errata. Lots of mistakes. Second, the publisher let through a bunch of copies that had broken typesetting, so watch out for that. They evidently didn't recompile their TeX when they should have, so in some copies (my original included) the references will be question marks instead of equation or theorem numbers. As you can guess, it is not helpful to be referred to theorem ?? or be told in a problem to justify equation ??.

Overall it's a very good book, but there's a lot to watch out for. If you keep the errata nearby and make sure you didn't get a bad copy, you too can be thankful that you're not using 3rd Edition.
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