Hate Linear Algebra? Advice for Applied Math?

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The discussion revolves around the challenges and frustrations of learning linear algebra, particularly in the context of a difficult professor and a focus on memorization rather than understanding. Participants express mixed feelings about linear algebra, with some appreciating its beauty and utility, while others struggle with its abstract nature and the teaching methods employed. The importance of linear algebra as a prerequisite for advanced mathematics courses is emphasized, highlighting its relevance in multivariable calculus and applications in fields like physics and engineering. Suggestions are made to focus on understanding concepts rather than rote memorization, and the need for a more applied approach in teaching is noted. The conversation reflects a broader debate on the balance between pure and applied mathematics in education.
  • #31
thehollow89 said:
Elementary Linear Algebra: Applications Version, 9th ed., by H. Anton and C. Rorres

Odd, that's an easy book that doesn't delve into true theory much, if at all.
 
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  • #33
Linear Algebra is most often the first abstract class an undergrad takes, I think that tends to be why most people have a difficult time with it. If you plan on doing more math than just first and second year calculus than understanding linear algebra and developing your abstract mathematical skills is essential.
 
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  • #34
thehollow89 said:
The prof is a nazi. He'll give us practice tests that make us underestimate the test and guide us in the wrong direction. He's even said he's going to kill us with the final. The kind of proofs he asks on the tests make me feel like I need to know every property and identity. It's annoying.

He dosen't put on putnam problems does he?
 
  • #35
AlandoAlf said:
Hello,

Why you hate linear algebra ? i love linear algebra its my favorite subject.

I agree. I took every linear algebra course our school had, voluntarily. If I could have majored in just linear algebra, I would have. :-p
 
  • #36
Chris11 said:
He dosen't put on putnam problems does he?

nah...I wouldn't think he's THAT evil. Probably IMO problems.
 
  • #37
LA is as important as Caculus, and may be even more useful when you learning QM. It's usual to calculate eigenvalues and diagonalise matrixes when resolving QM problems. However, not everything learned in LA courses is very needed, though it won't be bad to be familiar with all of them. Fairly speaking LA is difficult so you should find some collections of problems to complete. Practice makes perfect.
 

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