An introductory book on general relativity

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Discussion Overview

The discussion revolves around recommendations for introductory books on general relativity (GR) suitable for an undergraduate thesis, particularly focusing on the Einstein field equations, exact solutions, and resources with solved problems and exercises.

Discussion Character

  • Exploratory
  • Technical explanation
  • Homework-related

Main Points Raised

  • One participant requests suggestions for books on GR that include the Einstein field equations and exercises.
  • Several participants recommend "Gravity: An Introduction to Einstein's General Relativity" by Hartle as a strong introductory text.
  • Another suggestion is "General Relativity" by Hobson, Efstathiou, and Lasenby, noted for its clarity and exercises.
  • Some participants mention additional authors and titles, including Carroll, Schutz, Dirac, Zee, and "Problem Book in Relativity and Gravitation" by A. Lightman.
  • One participant shares their experience with "Landau/Lifshitz vol. II" and "Gravitation and Cosmology" by S. Weinberg, emphasizing the mathematical foundations provided in these texts.
  • Another participant suggests starting with "Wheeler and Taylor's" book on black holes alongside Hartle before progressing to more advanced texts.
  • Links to various books are shared, including those focusing on specific solutions like the Kerr solution.
  • Some participants caution that certain books may not be suitable as first readings on the subject.
  • John Dirk Walecka's books are also mentioned as good resources for the topic.

Areas of Agreement / Disagreement

Participants generally agree on the merit of Hartle's book as a primary recommendation, but there are multiple competing views regarding other suitable texts and approaches for studying general relativity.

Contextual Notes

Some recommendations depend on the reader's mathematical background and familiarity with the subject, indicating a need for careful selection based on individual preparedness.

clumps tim
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hi fellas,

I want my undergrad thesis on general relativity. I need a good book on einstein field equations and its exact solutions to work with. also a book where are some solved problems and some exercises to guide me to right track
any suggestions ?
regards
 
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General Relativity by hobson, efstathiou and lasenby. It is clear but not too simple. Well explained and there is some exercise for each chapter.
 
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clumps tim said:
hi fellas,

I want my undergrad thesis on general relativity. I need a good book on einstein field equations and its exact solutions to work with. also a book where are some solved problems and some exercises to guide me to right track
any suggestions ?
regards

Hartle
Carroll
Schutz
Dirac (very small book)
Zee

Problem Book in Relativity and Gravitation by A. Lightman
 
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I agree with the Hartle suggestion- I think it's by far the best introductory book on GR (especially for an undergrad). If you want a bit more math maybe go with Schutz, but even then you should look into Hartle.

Also, you might enjoy these lectures (I haven't watched them myself but I assume they're ok- the SR ones were pretty good, and also quite gentle): http://theoreticalminimum.com/courses/general-relativity/2012/fall
 
I once learned GR from Landau/Lifshitz vol. II. It also provides the necessary math of tensor calculus in pseudo-Riemannian spacetime (in the good old Ricci calculus; later you can learn the more refined modern ways via differential forms).

Another very good book is Gravitation and Cosmology by S. Weinberg. For the cosmology, however you should read his more modern treatment from 2008.
 
clumps tim said:
hi fellas,

I want my undergrad thesis on general relativity. I need a good book on einstein field equations and its exact solutions to work with. also a book where are some solved problems and some exercises to guide me to right track
any suggestions ?
regards
I would strongly suggest starting with Wheeler and Taylor's book on black holes (very pedagogical and friendly) and Hartle, as starting points. After you have digested these two you can move on to the more advanced books suggested in the other replies.
 

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