Thoughts on General Relativity by Hobson?

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Discussion Overview

The discussion centers around the evaluation of the textbook "General Relativity" by Hobson, particularly in the context of a participant's background in mathematics and physics. The scope includes personal recommendations for learning resources in general relativity, comparing various textbooks such as Hartle, Schutz, and Carroll.

Discussion Character

  • Debate/contested
  • Conceptual clarification
  • Exploratory

Main Points Raised

  • One participant expresses a desire for a book that provides motivation and examples, indicating a preference for less terse texts.
  • Another participant recommends Hobson as a valuable introduction to general relativity, aligning with the initial participant's preferences.
  • Concerns are raised about the reliability of Amazon customer ratings, suggesting that they may not accurately reflect the quality of the textbook.
  • A different viewpoint suggests that Hartle may be a good choice for those wanting to minimize mathematical complexity, especially for personal interest rather than graduate work.
  • One participant expresses a preference for Hartle and mentions that Carroll and Hobson are also good, while expressing a dislike for Schutz.

Areas of Agreement / Disagreement

Participants express differing opinions on the suitability of various textbooks for learning general relativity, with no consensus on a single preferred choice. Some recommend Hobson, while others suggest Hartle or express a dislike for Schutz.

Contextual Notes

Participants' recommendations depend on their individual experiences and preferences for mathematical rigor versus conceptual clarity. The discussion does not resolve which textbook is definitively better.

Who May Find This Useful

Students or individuals interested in learning general relativity, particularly those with a background in mathematics and physics, may find this discussion helpful in selecting appropriate textbooks.

jacobianofthevilla
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Background: I'm about to graduate with a mathematics degree(in the US), hence I have exposure to multivariable calculus, real analysis, abstract algebra, complex variables etc (no differential geometry however). I have also taken a class on QM(using Griffiths) and I saw some SR during a Modern Physics class. I read through Taylor's classical mechanics book last summer as well.

Motivation: I want to learn General Relativity as I have always found it fascinating

So, what do you guys think of General Relativity by Hobson? Ideally, I want a book which provides lots of motivation and examples , I don't usually like terse and dry books. Also, how does this book compare to Hartle, Schutz, and Carroll?
 
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It looks like there are no thoughts on the topic :-)

Anyway, there are a lot of PF threads dealing with your question. Just pay some effort and look for them.
As for me, I have got both Schutz and Hobson. IMHO they are a valuable introduction to the GR.

From what you said
jacobianofthevilla said:
I don't usually like terse and dry books.
I honestly recommend Hobson to you.

Btw, I don't pay much attention to Amazon customer ratings. The customer spectrum is too wide, a lot of opinions have no connection to the quality of the textbook and they often completely ruin the result of the rating.

Some random examples:
5* reviews:
“Bought for my son. He loved it.”
“Great conditions!”

1* reviews:
“This book is a bit too professional ...”
“Bought new and the book looks like it's been dragged onto the floor.”
 
jacobianofthevilla said:
Background: I'm about to graduate with a mathematics degree(in the US), hence I have exposure to multivariable calculus, real analysis, abstract algebra, complex variables etc (no differential geometry however). I have also taken a class on QM(using Griffiths) and I saw some SR during a Modern Physics class. I read through Taylor's classical mechanics book last summer as well.

Motivation: I want to learn General Relativity as I have always found it fascinating

So, what do you guys think of General Relativity by Hobson? Ideally, I want a book which provides lots of motivation and examples , I don't usually like terse and dry books. Also, how does this book compare to Hartle, Schutz, and Carroll?

Hartle may be a good choice as he minimises the mathematics. It may be especially good for you if you want to learn GR out of personal interest. If you were going to do graduate work in GR, then you would be better off with the more heavily mathematical texts.
 
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I really like Hartle. Caroll and Hobson are also great! I never liked Schutz. Why don't you take a look at the previews and see what works for you best? Or just get Hartle and another book.
 
Thanks for the replies everyone, I guess I will check out Hobson and see how I feel about it.
 

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