Download Linear Algebra with Applications, 5th Edition, by Otto Bretscher
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Linear Algebra with Applications, 5th Edition, by Otto Bretscher
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Offering the most geometric presentation available, Linear Algebra with Applications, Fifth Edition emphasizes linear transformations as a unifying theme. This elegant textbook combines a user-friendly presentation with straightforward, lucid language to clarify and organize the techniques and applications of linear algebra. Exercises and examples make up the heart of the text, with abstract exposition kept to a minimum. Exercise sets are broad and varied and reflect the author’s creativity and passion for this course. This revision reflects careful review and appropriate edits throughout, while preserving the order of topics of the previous edition.
- Sales Rank: #180074 in Books
- Brand: Brand: Pearson
- Published on: 2012-12-20
- Original language: English
- Number of items: 1
- Dimensions: 9.90" h x 1.00" w x 8.00" l, 2.23 pounds
- Binding: Hardcover
- 508 pages
- Used Book in Good Condition
Most helpful customer reviews
4 of 4 people found the following review helpful.
I thought the reviews were exaggerating...
By Daniel Z.
I'm not in any way math averse, and this textbook was a factor in making Linear Algebra my least favorite class this semester.
Let me summarize all of the problems I have with it in three simple words: it's too thin.
Explain more. Please. This stuff is mostly new to me. Be redundant so I can skim and skip; don't be brief so that I flounder and fail.
When I confronted my professor about the textbook, he said they were all like that, and that there was no "easy" way to teach linear algebra.
That might be true. But I'm certain there's a "hard" way to teach it, and I'm also sure that this book gets pretty close to that.
Two stars since I was able to rent it at a decent price.
2 of 2 people found the following review helpful.
Notoriously pedantic and uninspired
By Mark
I go to a small competitive liberal arts school with a lot of serious math students, where this book is renowned for being horrendous. No one's quite sure why all the professors still use it - maybe one of them is friends with the author - but I've never heard a student defend or compliment it.
The text focuses on phrasing ideas as pedantically and densely as possible, without discussing the significance or logic behind them. Occasionally, an example use or higher-level rationalization is given, but typically the chapters are just a jungle of definitions and proofs by algebraic simplification or induction.
I'm no stranger to theoretical math or mathematical notation, and neither are many of my peers. However, this book makes absolutely no attempt to tell you *why* anything it contains is profound, let alone worthwhile. It spends a long time, for example, proving and discussing very specific and painfully boring shortcuts to computing determinants. While that may become useful when implementing some high-performance matrix processing library, I can't imagine it's a valuable use of time in an introductory undergraduate course. Meanwhile, far more interesting and significant, and sufficiently pure topics like PageRank are only briefly glossed over in "optional" pages at the end of some sections. Maybe I'm just not brilliant enough to tap inspiration from the plodding definitions and parlor-trick equations the book methodically and painstakingly feeds you, but I suspect otherwise.
It seems that this book, like most calculus textbooks, has confused "interesting" with "pedestrian" and "useful" with "applied". In doing so, it attempts to make things hard simply by drowning you in technical language, vagueness, and memorization of rather arbitrary techniques, like those for finding determinants or certain forms of eigenvectors. Unlike a harder and more notation-focused discrete math course I took, I came out of the linear algebra course that used this textbook feeling that I learned nothing interesting about how the world works, and nothing that I might use in any future intellectual pursuit. It was, aside from Chapter 1 (which I had already learned in discrete math), a waste of time.
1 of 1 people found the following review helpful.
Not for beginners
By PenName
I somewhat agree with the other reviewers here. My class is assigned this book, and even the professor was reluctant to use it. There is 1 thing the author should address in the next edition:
- Presentation and organization of content. In my opinion, the Bretcher needs to work on rearranging a huge chunk of the content. This book deviates from traditional linear algebra books in its presentation of ideas. For example, Linear Transformations come towards the middle of other well known texts, but it's the second chapter in this book. The content organization is extremely difficult to follow for beginners.
Another small point is that the end of the section exercises refer to ideas presented in the next couple sections or chapter. Image and Span are mentioned in chapter 2, but are formally presented in chapter 3. This is annoying, but manageable with a good professor.
In terms of exposition, to the reader with EXTREME attention to detail, it's rewarding. The exposition is great in my opinion and the figures are also very helpful. There are more English sentences than mathspeak, which I appreciate since I'm not a math major. And it's not dumbed down either, so it's a good read.
I give this 2 stars for the horrible content organization/presentation. It REALLY makes a difference.
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