Gravitation:Foundations and Frontiers by T. Padmanabhan

  • Context: Relativity 
  • Thread starter Thread starter ShayanJ
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SUMMARY

The discussion centers on "Gravitation: Foundations and Frontiers" by T. Padmanabhan, which is recommended for advanced undergraduate and graduate students in physics. The book lacks visual aids, such as pictures of differential forms, making it less pedagogical for beginners. However, it is noted for its depth, with exercises suitable for thesis topics and open research. Comparisons are made to other texts, including Wheeler's and Zee's books, highlighting their pedagogical strengths and the author's unique insights.

PREREQUISITES
  • Understanding of General Relativity (GR)
  • Familiarity with differential forms
  • Knowledge of advanced undergraduate physics
  • Experience with mathematical concepts in physics
NEXT STEPS
  • Explore the exercises and projects in Padmanabhan's book for potential thesis topics
  • Study differential forms in detail to enhance comprehension of GR
  • Watch the accompanying videos for Zee's book to reinforce learning
  • Read "Gravitation" by Wheeler for comparative insights on pedagogical approaches
USEFUL FOR

Advanced undergraduate and graduate physics students, educators in theoretical physics, and researchers interested in General Relativity and its applications.

For those who have used this book(Just to follow the pattern,feel free to vote if you have a point!)

  • Strongly Recommend

    Votes: 7 87.5%
  • Lightly Recommend

    Votes: 0 0.0%
  • Lightly don't Recommend

    Votes: 1 12.5%
  • Strongly don't Recommend

    Votes: 0 0.0%

  • Total voters
    8
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Looks pretty interesting. How well do they describe differential forms? Do they show pictures as was done in the Wheeler book on Gravitation?
 
jedishrfu said:
Looks pretty interesting. How well do they describe differential forms? Do they show pictures as was done in the Wheeler book on Gravitation?
Not even a single picture in that chapter! But from a few pages that I have read from the beginning of the book and also from the materials it covers, I can say its targeting an audience who are not beginners in physics. I mean, you can't call it a book for "beginning grad\advanced undergrad". So its not going to be that much pedagogical and it seems to me if you think about the right audience, then it becomes a good book in terms of pedagogy too. But I should say I felt this book is mine when I saw it the first time, so I really like it.
I should say that the author explains that some of the exercises and projects in the book are even proper for being chosen for a thesis topic and some are even still open to research!
 
That's great. If I get the chance I'll have to check it out. GR was always a fascinating topic for me. I studied from Wheelers book when it was available as preprints at school and always had fond feelings for that time even though I was totally lost in the math.

More recently I got Zees book for similar reasons but it's a lot harder and I am a lot older but it's still fun to look at and imagine that some day understanding will come.
 
It's a modern update of Landau & Lifshitz, usually doing the same thing Landau does but then giving two alternative ways of doing the same thing, or nicely justifying something Landau slightly glossed over (e.g. that ds'^2 = ds^2 in special relativity). It also includes more information. There are videos following the book here

https://www.youtube.com/playlist?list=PLGqalPsP5GRDb9LUhPKisP245W4yTMBYF

His intuition is sheerly amazing, the videos are worth it for his diversions alone.

I would recommend this book with Landau & Dalarsson's book as a trio, where Dalarsson is the kind of book that will actually work out the Christoffel symbols explicitly and go really slow still following Landau's presentation, but Landau's book is still the best, I mean his presentation of GR mimics his presentation of SR & EM, you'll have done the gist of it twice already by the time you read the GR sections.
 
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