What's the best book to learn general relativity?

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Discussion Overview

The discussion centers around recommendations for books on general relativity suitable for undergraduate and graduate students. Participants share their experiences and preferences regarding various texts, highlighting different aspects of the books such as clarity, depth, and approach to the subject matter.

Discussion Character

  • Debate/contested
  • Conceptual clarification
  • Exploratory

Main Points Raised

  • Some participants recommend Landau & Lifshitz vol. II for its clear writing and concise approach to tensor calculus.
  • Others advocate for Misner, Thorne, and Wheeler's book for its engaging style and comprehensive coverage, noting its affordability in certain regions.
  • Weinberg's "Gravitation and Cosmology" is suggested as a good alternative that emphasizes a physicist's perspective.
  • One participant mentions the importance of newer texts for cosmology due to recent advancements in the field, specifically recommending Weinberg's "Cosmology" (2008).
  • Zee's book is highlighted for being enjoyable and covering modern topics, though one participant expresses hesitation based on a previous negative experience with Zee's QFT book.
  • Hartle's "Gravity" is recommended by multiple participants as an excellent introductory text.
  • Tevian Dray's "Differential Forms and the Geometry of General Relativity" is mentioned as potentially ideal for teaching the mathematics, if it were more developed.

Areas of Agreement / Disagreement

Participants express a range of opinions on the best books for learning general relativity, with no clear consensus on a single text. Recommendations vary based on personal experiences and preferences regarding style and content.

Contextual Notes

Some recommendations are based on personal experiences with specific books, which may not reflect the broader consensus on their effectiveness. The discussion also highlights the evolving nature of the field and the potential for newer texts to provide updated information.

Who May Find This Useful

Students and educators interested in learning or teaching general relativity, as well as those seeking to understand different pedagogical approaches to the subject.

cristianbahena
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What is the best book to learn general relativity for undergraduate and graduate students ? And why?
 
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I learned it quite quickly from Landau&Lifshitz vol. II. It comes to the point without much ado, and it's clearly written including the necessary tensor calculus (Ricci only, no modern Cartan formulation).

Then there's also Misner, Thorne, Wheeler, where you precisely get the more advanced method, and it's written in a way that it's fun. There's just a reprint of the original book, which is even at a fantastic price (in Germany it's just 60EUR, which is really a good price for such a voluminous physics textbook of this outstanding quality of content).

Another good choice, and a good alternative to MTW, because it's emphasizing the physicists' point of view over the geometers' point of view, is Weinberg's Gravitation and Cosmology.

If you are aiming also at cosmology, you should get a very new text since all the books I mentioned above a pretty much outdated given the enormous progress made in the field. Again, there's a book by Weinberg, Cosmology (2008).
 
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I'd recommend Zee's book because it's fun to read, but also very complete and has a lot of modern topics.
 
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I still have to look at Zee's GR book. I hesitate to look at any book by him after I regretted to have bought his QFT book (I've never before nor after regretted to have bought a QFT book, but in this case I have...).
 
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As discussed in another thread on GR books, Zee's gravity book is much better than his QFT book.

However, I recommend Hartle's Gravity as a first text.

If it was fleshed out a bit more, I think Tevian Dray's Differential Forms and the Geometry of General Relativity would be the ideal way to teach the mathematics.
 
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Look at Hartle. In my opinion, this is the best introductory book in GR
 
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