Graduate Mastering General Relativity: Student Experiences

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Recommended books for mastering general relativity include "Gravitation" by Thorne, Wheeler, and Misner, Wald's book, and Weinberg's text. Students have varied experiences with these resources, with some preferring more formal explanations over MTW's informal style. Sean Carroll's online notes and Zee's book are also suggested as valuable learning tools. Many students initially struggle with MTW but find it beneficial upon revisiting after further study. Engaging with different texts and courses throughout their education often leads to deeper understanding and appreciation of general relativity concepts.
kent davidge
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In my Google searchs and by reading threads on this forum I've seen that the books people most recommend on general relativity are
Graviation, by Thorne, Wheeler and Misner,
Wald's book and
Weinberg's book.

I'm in the first year to get a bachelor degree on physics and I could read any of these books at the university library. I've read a little bit of MTW, but I don't like the way it states the subjects (like, metric is a machine with two slots to which you put two vectors), I prefer something more formal, like metric is a mapping from V x V to R.

I'd like to know some experiences from someone on this forum when at student years. What books did you read at that time? How did you get your knowledge on this fascinating subject?

hey, I don't know if the thread tittle is appropriate, in any case please excuse my poor english.
 
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I used Sean Carroll's online notes when I was in my 3d year. Still recommended. Zee's book is also great; I consider it to be the successor of mtw. But, like mtw, it's phonebook-thick.
 
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As a first and second-year undergrad, I tried to read Spacetime Physics, Gravitation/MTW, and Schutz's book on my own... MTW was slow going... but I'd come back to it every now and then.
My modern physics professor suggested Geroch's GR from A to B... interesting viewpoint, but seemed too verbose and elementary at the time.
Later in undergrad, I took various courses that used Ray Skinner's book, Landau's book, and [as an independent study] Lawden.
Only later would I appreciate Geroch's viewpoints when I sat in on his class [after taking Wald's course in grad school]. This was my "a-ha" moment.
You may find some interesting material here: http://home.uchicago.edu/~geroch/
 
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In this video I can see a person walking around lines of curvature on a sphere with an arrow strapped to his waist. His task is to keep the arrow pointed in the same direction How does he do this ? Does he use a reference point like the stars? (that only move very slowly) If that is how he keeps the arrow pointing in the same direction, is that equivalent to saying that he orients the arrow wrt the 3d space that the sphere is embedded in? So ,although one refers to intrinsic curvature...

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