Linear Algebra Done Right
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Perhaps vowing to use different variables, i. It can be confusing, and it can take some getting used to. Linear algebra is often a transition into higher math classes, so it's good you're paying attention to, and coping with, these details now!
Linear Algebra Done Right
Sign up to join this community. The best answers are voted up and rise to the top. Home Questions Tags Users Unanswered. Linear Algebra Done Right Example 1. Asked 4 years, 2 months ago.
Active 4 years, 2 months ago. Viewed times. Thanks, Jackson. Jackson H Jackson H 2 2 silver badges 17 17 bronze badges. Sign up or log in Sign up using Google. Sign up using Facebook. Everything clicks much more quickly and I never loose momentum now. I can't recommend this book more.
Working Review: Linear Algebra Done Right, Sheldon Axler · ophvewcahelthe.cf
I read through about half of it before I took my first real course on linear algebra. The result? The teacher was flabbergasted, but I had my secret weapon -- Axler. The rest of the class was relying on the course textbook, some awful fat thing that I'm pretty sure nobody could ever really learn from. Axler's book made the concepts so crystal clear to me that it felt as if I'd known them since birth. I can't guarantee that everyone is going to have the same experience, but yeah, it's a good book.
Wow, really? I mean, I got an A- in linear algebra with some normal old textbook I don't even remember, and certainly learned it all in terms of linear transformations over vector spaces Is Axler that good? It was partially a fluke I'm sure.
I'm notoriously sloppy with arithmetic and no book could save me from that. It's not necessarily that Axler is that good.
It's that it's just solidly good all throughout. It has the right focus.
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The goal of the book was very clearly to explain linear algebra, not to make money or get contract deals with college bookstores. And the proofs are very clearly written. I'm sure there are other books out there which are just as good as Axler. But compared to the more popular linear algebra textbooks, at least at the time, it seemed like it was in a class of its own.
Any analysis recommendations?