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Product details
File Size: 112120 KB
Print Length: 662 pages
Simultaneous Device Usage: Up to 4 simultaneous devices, per publisher limits
Publisher: Cambridge University Press; 2 edition (October 31, 2012)
Publication Date: September 28, 2012
Sold by: Amazon Digital Services LLC
Language: English
ASIN: B00A8ICFHA
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Amazon Best Sellers Rank:
#907,747 Paid in Kindle Store (See Top 100 Paid in Kindle Store)
I think that while this book has great concepts and exercises in it, the format that these are presented is a bit bulksome and very difficult to read. His method of numbering is horrible. He has exercises (unnumbered), problems (numbered), theorems (numbered) and statements (numbered in a different format than the theorems). Finding anything in the book is a nightmare. Referring to a concept in the book usually requires something like "Go to the 45th page and then find the 3rd exercise from the bottom (exercises have no number remember). There is a line above that with the statement that you need." The whole book could use a major format overhaul. Then it would be a 5 star book.
I'd give this 5 stars if all the printing mistakes were eliminated (things like missing square root signs). I guess they're still trying to get the kinks out of the kindle electronic format. I assume these problems are not there in the regular printed edition, but I don't know.The material itself is great... very thorough. Perfect for some who has taken an introductory linear algebra course already. Plenty of exercises.
One of the finest math books I have encountered. Very deep, complete and with a outstanding amount of excercises.
Just excellent. A lot of material, and a lot of problems that allow you verify that you are really understanding. Difficult to find another book dealing with many of the subjects present in this book.
Good book - a hidden gem
It is really good source.
This book has a very good introductory material on matrices and related topics like eigenvalues, canonical forms and location of eigenvalues etc.. It starts from basics like definitions, types of matrices etc.. and goes on to touch some advanced topics as well. A very good text.
This book explained a lot of myth intrinsically using linear algebra really clearly, but sound really complicated when reading literature in the applied fields.But, I don't know whether it is the nature of the subjects or a lack of organization, you need to go back and forth through all the book several times to the really understand the subject and what the excises are looking for.
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