[Math] Best Books to learn Proof-Based Linear Algebra and Matrices

book-recommendationlinear algebramatricesreference-request

So I'm in a really serious problem. It's my first year at university and I'm doing a CS major. The math is already getting serious and I'm lost, really lost. It's all about matrices so far and the thing is I really can't do the proofs (of determinants). High school(A-level) was math was pie and it didn't even involve any proofs and that's where I'm lacking now and I'm stressed out. I don't know where to start.
So I went online and looked at all the books that have been listed around and here are some I found:
Linear Algebra Done Right – Axler
Intro. to Linear algebra – Gilbert Strang
Linear Algebra – Hoffman and Kunze

These are some, but I'm not sure where to start. I need a book which will teach me some basic proofs and how to think to solve these proofs. So anyone could help me out, where to start?

Best Answer

There is a HUGE amount of Linear Algebra books. Let me point out just two:

  • Noble, Daniel, Applied Linear Algebra. Prentice Hall.
  • Lancaster, Tismenetsky, The Theory of Matrices. Academic Press.

I would suggest the first one for a beginner and later on you can take a look at the second one. Enjoy!