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A little bit different than the springer book in the sense that it talks about linear manifolds instead of subspaces (which is the same, i know), the text is rigorous and... Read morePublished 5 months ago by Emmanuel Cardona
This text seems to be the progenitor of several of the other texts on my shelf. For example Axler's Linear Algebra Done Right and Lang's Linear Algebra. Read morePublished 17 months ago by Michael R. La Martina
I was looking for a book that would help bridge the gap between the linear algebra courses taught in the now typical undergraduate style (think LA for engineers) and the type of... Read morePublished 23 months ago by Kindle Customer
Classic textbook which prepares the young reader for Hilbert space theory. Needless to say, by the quality of it writing, this is a must-have for your library.Published on November 12, 2013 by RH
This book is definitely NOT suitable for a first course in linear algebra, despite some reviewers saying it is. Read morePublished on June 8, 2013 by John
Finite-Dimensional Vector Spaces by Paul Halmos is a classic of Linear Algebra. Halmos has a unique way too lecture the material cover in his books. Read morePublished on May 14, 2013 by E. Zanni
Halmos is a great reference for those who know the material. Its a short book but if you just need a reminder of what a certain property is or how to apply a theorem, this will... Read morePublished on February 27, 2013 by T. I. Martiny
I didn't think it was possible to make linear algebra (one of the most straighforward subjects in mathematics) appear either confusing or complicated, but this book has managed to... Read morePublished on December 14, 2012 by DK
The book adopts a very general approach to Linear Algebra. The author assumes a significant amount of mathematical maturity of the reader. Read morePublished on January 18, 2012 by Bhaskar Ramasubramanian