- #1
FrogPad
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I just changed my major to EE (actually last semester). I was previously a comp sci major. While in CS I took calc I, II, discrete math, then calc III and linear algebra. I hated math when I took up to discrete math. I always just wanted to solve the problems on the computer. It wasn't until calc III and linear algebra that I actually started to like math. I then took a circuit design class and was like... screw computer science (algorithms were boring the hell out of me), I'm changing my major.
So anyways, I changed majors. I then took differential equation and became facinated with math. Someone recommended Godel, Escher, and Bach... and from there I really started to enjoy (the first time ever) going to math classes. I just took a PDE course and we used Strangs applied math book, again it upped my facination with mathematics.
Anyways... long story short. I am basically done (as an undergraduate) with my math requirements. I'm sure there will be some "new" math in my up and coming engineering courses, but as far as courses that are "MAT XXX", I am done. I do NOT want this to be the case, so I plan on self studying various courses. My question is this: Which courses should I self study?
I kind of screwed around in Linear Algebra, so I was thinking of self studying this over the summer. MIT has video lectures, I REALLY like Strang's writing style, so I was thinking of picking up his book and then watching the lectures.
In your opinion, which math should I choose to focus on? I really enjoyed the little bit of PDE work I did, especially the wave equation. Also, I have NOT narrowed my EE focus down yet. I'm not sure what I am going to do. Next year I will be going to various seminars to check out the different paths I can take. So I'm sure this will somewhat change the answers given. Anyways, I'll leave it at that.
Thanks in advance for any advice.
Thanks for reading all that :)
So anyways, I changed majors. I then took differential equation and became facinated with math. Someone recommended Godel, Escher, and Bach... and from there I really started to enjoy (the first time ever) going to math classes. I just took a PDE course and we used Strangs applied math book, again it upped my facination with mathematics.
Anyways... long story short. I am basically done (as an undergraduate) with my math requirements. I'm sure there will be some "new" math in my up and coming engineering courses, but as far as courses that are "MAT XXX", I am done. I do NOT want this to be the case, so I plan on self studying various courses. My question is this: Which courses should I self study?
I kind of screwed around in Linear Algebra, so I was thinking of self studying this over the summer. MIT has video lectures, I REALLY like Strang's writing style, so I was thinking of picking up his book and then watching the lectures.
In your opinion, which math should I choose to focus on? I really enjoyed the little bit of PDE work I did, especially the wave equation. Also, I have NOT narrowed my EE focus down yet. I'm not sure what I am going to do. Next year I will be going to various seminars to check out the different paths I can take. So I'm sure this will somewhat change the answers given. Anyways, I'll leave it at that.
Thanks in advance for any advice.
Thanks for reading all that :)