Teaching Myself From Rindler's Relativity Book

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SUMMARY

The discussion centers on self-teaching special and general relativity using Rindler's book, "Relativity: Special, General, and Cosmological." The user expresses difficulty in finding a solutions manual for practice problems included in the text. Suggestions include working through the problems independently and seeking feedback from online communities to verify reasoning. The importance of self-assessment and utilizing available resources is emphasized for effective learning.

PREREQUISITES
  • Understanding of basic physics concepts, particularly in classical mechanics.
  • Familiarity with mathematical techniques used in physics, such as calculus and linear algebra.
  • Knowledge of special relativity fundamentals, including Lorentz transformations.
  • Access to Rindler's "Relativity: Special, General, and Cosmological" for reference.
NEXT STEPS
  • Explore online forums for physics problem-solving, such as Physics Stack Exchange.
  • Research supplementary materials that provide solutions for Rindler's relativity problems.
  • Learn about online courses or lectures on special and general relativity for structured guidance.
  • Investigate other relativity textbooks that include solution manuals, such as "Spacetime Physics" by Taylor and Wheeler.
USEFUL FOR

Students and self-learners in physics, particularly those preparing for advanced studies in relativity, as well as educators seeking resources for teaching these concepts effectively.

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Hi,

I graduated undergrad in December, and plan to start grad school in the Fall. In the off semester, I thought it would be fun to try to teach myself special/general relativity because my undergrad didn't really do it. I have looked at a few books, and I have really liked the explanations given by Rindler's Relativity: Special, General, and Cosmological. However, I think it would be really useful to have practice problems WITH SOLUTIONS to teach myself. Rindler's book has some problems that look really good... but I can't find a solution manual anywhere. Does anyone have suggestions on... how to practice problems in a self-teaching scenario? This is the first time I've tried to learn a subject this big without a class to give problems/solutions - and I'm finding it tough. The publisher's website says there is a solutions manual available to instructors (which would be great), but I doubt they would let me have it.
 
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Work through the problems in the book - see how you go.
By this stage in your education you should know what it feels like to get the answer - but if you have doubts, you can always post your working here and someone can assess it for you.

Mostly you just need to check your reasoning, and that can be tricky when starting out with relativity.

You may want to check how the publisher can tell you are not an instructor.
Even so - solutions and people asking for help will probably be online already.
 
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