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• Sales Rank: #9951479 in Books
  
• Published on: 1971
• Binding: Paperback

Customer Reviews

Most Helpful Customer Reviews

5 of 5 people found the following review helpful.
Excellent if you have the requisite mathematical maturity
By A customer
I sometimes joke that "mathematical maturity" is the ability to understand poor exposition. Lang's proofs are often too terse, and even experienced readers will sometimes have to work hard to fill in all the gaps. For this reason this book is not the best choice for most beginning graduate students. Nevertheless, time and time again in my study of algebraic number theory and algebraic geometry, when there has been some nugget of algebra that I had forgotten or never learned, I have found it in Lang and not in other standard texts. So for me, this book is an indispensable reference. Lang also has a knack for giving insightful summaries of advanced topics. Most other authors will at most mention an advanced topic without really telling you anything about it, but Lang actually gives useful introductions to a large number of topics of current research interest.

6 of 6 people found the following review helpful.
NEEDS revision!
By A customer
I hope that in the coming reprint the author would take care to correct the numerous typos and errors in the 3rd edition. Though books are seldom free from mistakes, those in this book are particularly frustrating and confusing. The author did a lot of rearrangements from the 2nd to the 3rd edition, but many self-references in the book are not updated, and I could never figure out where the author refers to at some places.Otherwise, I agree with the general opinion that this book is good but often too terse.

3 of 3 people found the following review helpful.
Fully comprehensive, simple guide to linear algebra
By A customer
An excellent book, he takes beginners right up to advanced level. Very useful when taking an advanced course in linear algebra, if you haven't really broached the topic before. Far too expensive but I wouldn't let that put you off. There aren't enough worked examples, but if you buy this in conjunction with perhaps "Linear Algebra" by Seymour Lipschutz in the Shaum's outlines series, you will be fine.

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