Reviews of “Gravity: An Introduction to Einstein’s General Relativity”

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SUMMARY

James B. Hartle's book, “Gravity: An Introduction to Einstein’s General Relativity,” is highly regarded as one of the most accessible introductions to General Relativity (GR) and is particularly suitable for self-study. The book includes a comprehensive 389-page solutions manual that aids in understanding the material. However, a solid grasp of Special Relativity (SR) and familiarity with advanced undergraduate mathematics are essential prerequisites for readers to fully benefit from the content.

PREREQUISITES
  • Thorough understanding of Special Relativity (SR)
  • Familiarity with advanced undergraduate mathematics
  • Basic knowledge of General Relativity (GR) concepts
  • Ability to engage with problem-solving techniques in physics
NEXT STEPS
  • Explore the solutions manual for “Gravity: An Introduction to Einstein’s General Relativity”
  • Study advanced undergraduate mathematics relevant to physics
  • Review key concepts of Special Relativity (SR)
  • Investigate additional resources on General Relativity (GR) for deeper understanding
USEFUL FOR

Students of physics, educators, and self-learners interested in mastering General Relativity will benefit from this discussion and the insights on Hartle's book.

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TL;DR Summary: Review/Rating of “Gravity … … “ by James B. Hartle

Thoughts regarding prerequisites for reading this book

I would be really grateful if someone would rate/evaluate/review James B. Hartle’z book, “Gravity: An introduction to Einstein’s General Relativity”

Would the book be suitable for self study … especially given that James Hartle has provided a free solutions manual of 389 pages … which includes solutions to all problems in his book!!!

Peter
 
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It's probably the most accessible serious introduction to GR. And possibly the best for self-study. GR, however, is not an easy subject. The main prerequisite is to have a really thorough grasp of SR. Hartle revises SR in the book, but I don't think that's enough by itself. And, although Hartle goes as light as possible on the mathematics, the book still requires familiarity with advanced undergraduate mathematics.
 
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PeroK said:
And possibly the best for self-study.

Oh yes, I agree with that. It's a great book.
 
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PeroK said:
It's probably the most accessible serious introduction to GR. And possibly the best for self-study. GR, however, is not an easy subject. The main prerequisite is to have a really thorough grasp of SR. Hartle revises SR in the book, but I don't think that's enough by itself. And, although Hartle goes as light as possible on the mathematics, the book still requires familiarity with advanced undergraduate mathematics.
Thanks so much, PeroK .... that is most helpful ...

Peter
 

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