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/sci/ - Science & Math


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7401338 No.7401338 [Reply] [Original]

post god tier books faggots

>> No.7401348
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7401348

There can be only two.

>> No.7401352
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7401352

>>7401338
A bunch of my professors seem to think this is god-tier, it's not yet accessible to me, gotta git gud with calculus of variations.

>> No.7401369

>>7401338
In response to OP, Feynmann lectures for obvious reasons.

Going off topic here, but I'm trying to learn a lot of physics/maths over summer because I can't wait for uni.

I just finished elementary calculus, vector calculus being the latest thing I learnt, and I know all the maths a first year UK physics student should know.

Problem is, I'm not sure of where to go next. I'm thinking of Griffith's electrodynamics, though I don't know if that's the best route to take.

Or maybe I should just get a really good grounding in some maths areas that are useful to a theoretical physicist e.g. Basic topology I guess.

tl;dr Just finished elementary calc, what topics should I learn next to be a theoretical physicist?.

>> No.7401423

>>7401369
Pick up any book on introductory physics like Young and Freedman or Halliday and Resnick, try to find the earliest possible editions of them because the questions are actually harder. Finish the book then do Mathematical Methods by Boas before proceeding to do Griffiths

>> No.7401951

>>7401423
What about Byron and Fuller or Stone and Goldbart for maths?

Also, do you know any good projective geometry books? That stuff sounds really cool.

>> No.7401969

>>7401369
You'll be bored out of your mind with topology. It's incredibly dry, and without real analysis, will seem completely arbitrary

>> No.7402001

>>7401969
>will seem completely arbitrary
This is dank in my mind.

>> No.7402027

>>7401969
What, really? That sucks since I'm really into things like manipulation of planes and stuff.

I have a little side project going on where I'm recreating Riemann surfaces and trying to figure out some of their underlying properties... at least, until I get hopelessly stuck and have to look at the actual work done on this stuff.

Would topology not help with that? I don't want anything that's too closely related to the topic, because that feels like it would be cheating. I just want to get into the right mindset for that kind of thing.

>> No.7402029

>>7401338
serway and stewart

>> No.7402042

>>7402027
>Riemann surfaces
Go learn complex analysis for that stuff.

>> No.7402207

>>7402042
Thanks for the recommendation; I was thinking about doing that.