More difficult linear algebra book

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For those seeking a more challenging linear algebra textbook that emphasizes analytical approaches and proofs, several recommendations emerged in the discussion. Sheldon Axler's book is highlighted for its theoretical perspective, making it suitable for readers with prior knowledge of determinants and eigenvalues. Micromass also recommends Axler but notes it may not be ideal as a first linear algebra text. Other suggested resources include "Advanced Calculus" by Loomis and Sternberg, which covers essential linear algebra topics and is available for free online, and a variety of free linear algebra texts linked in the discussion. For beginners, "Linear Algebra Done Wrong" is recommended as a more accessible introduction before tackling more rigorous texts.
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Im looking for a more difficult linear algebra book, more analytical with proofs and whatnot, but not too difficult (Ive only had up to calc III and taking linear algebra now). any suggestions?
 
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Sheldon axler
 
See my blog on linear algebra books: https://www.physicsforums.com/blog.php?b=3206
 
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Hoffman or Friedberg :)
 
here is a free linear algebra book.
 

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thrill3rnit3 said:
Sheldon axler

I second Axler. It will give you a more theoretical outlook to balance out the rote computation in most intro. linear algebra courses.
 
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  • #10
Sankaku said:
Micromass' comments on books are excellent. However, I still think Axler is pretty good as long as it isn't your first book in LA.

Absolutely correct. If you're already familiar with determinants and its uses in finding eigenvalues and inverses then Axler is a very good book for you! I should edit that in in my blog...
 

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