Supplementary Reading for First GR Course: Schutz vs Hartle?

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    Hartle Schutz
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SUMMARY

The discussion focuses on supplementary reading for graduate-level General Relativity (GR) courses, specifically comparing Schutz and Hartle as potential resources alongside Wald's book. A strong math background is noted as beneficial for understanding Wald, while the need for more elementary physics is acknowledged. Participants recommend starting with "Spacetime Physics" by Taylor and Wheeler for foundational knowledge in Special Relativity (SR). Additionally, a free online resource, "Light and Matter," is suggested as an alternative to traditional texts.

PREREQUISITES
  • Understanding of General Relativity concepts as presented in Wald's book.
  • Familiarity with Special Relativity principles, ideally through "Spacetime Physics" by Taylor and Wheeler.
  • Basic knowledge of tensors and vector spaces as introduced in Schutz's text.
  • Introduction to differential geometry for a deeper grasp of GR.
NEXT STEPS
  • Read "Spacetime Physics" by Taylor and Wheeler for foundational SR concepts.
  • Explore Schutz's book for an introduction to tensors in the context of GR.
  • Investigate Hartle's text for additional perspectives on GR.
  • Study differential geometry to enhance understanding of GR frameworks.
USEFUL FOR

Graduate students in physics, particularly those studying General Relativity, as well as educators seeking supplementary materials for teaching GR concepts.

quasar_4
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I hope this is the right forum to post this...

I'm going through Wald's book in my first graduate level GR course, and am looking for lower level supplementary reading. I have a relatively strong math background, so Wald's language suits me well, but sometimes I feel like I need more elementary background in the physics (this is my first relativity course - I've never even taken special relativity before). I'm contemplating Schutz or Hartle. Which do you recommend as a supplement to Wald?
 
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I would suggest you start with a good book on SR, such as Spacetime Physics by Taylor and Wheeler.

A possible free alternative to Schutz and Hartle: http://www.lightandmatter.com/genrel/ (I'm the author.)
 
I haven't read Hartle (or Taylor and Wheeler), but Schutz has a good introduction to SR and a good introduction to tensors in the context of vector spaces. So it's a good choice. Getting a book on differential geometry would also be a good idea.
 

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