Best post-grad textbooks on modified theories of gravity?

In summary, the conversation discusses modified theories of gravity and the resources available for further learning. The term MOND or modified Newtonian dynamics is mentioned as a potentially more reputable alternative to modified theory of gravity. The book "Beyond Einstein Gravity" by Capozziello and Faraoni is recommended as a potential resource for understanding f(R) theories of gravity, while "Classical and Quantum Cosmology" by Calcagni is suggested for a broader survey of gravitational theories and approaches to quantum gravity and cosmology.
  • #1
binbagsss
1,259
11
Suitable for a student who has a background in undergrad general relativity.

Many thanks
 
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  • #2
What do you mean by „modified theories of gravity” exactly? What exactly out of GR did you learn in school?
 
  • #3
You may be thinking of Modified Newtonian Dynamics also known as MOND, rather than "modified theory of gravity". I think the term MOND or modified Newtonian dynamics, is higher regarded than modified theory of gravity. I do not know any textbooks on MOND off-hand, but there may be a few
 
  • #4
Why should one write one since this speculation is ruled out by observations, as far as I know?
 
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  • #5
I, too, am unsure as to what binbags wants, but I don't think that it is MOND. A possibility is "Beyond Einstein Gravity: A Survey of Gravitational Theories for Cosmology and Astrophysics" by Capozziello and Faraoni, which emphasizes f(R) theories of gravity,
https://www.amazon.com/dp/9400701640/?tag=pfamazon01-20

Also there is "Classical and Quantum Cosmology" by Calcagni,
https://www.amazon.com/dp/331941125X/?tag=pfamazon01-20

This book has a brief survey of various theories of gravity in the last few sections of chapter 7, and then devotes a number of chapters to approaches to quantum gravity and quantum cosmology.

Use Amazon's Look Inside feature to look at the Tables of Contents of these books.
 
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Related to Best post-grad textbooks on modified theories of gravity?

1. What are modified theories of gravity?

Modified theories of gravity are alternative theories that attempt to explain the behavior of gravity, particularly in situations where traditional theories such as Einstein's theory of general relativity may fall short. These theories propose modifications to the equations of general relativity, often in an attempt to unify gravity with other fundamental forces in physics.

2. Why are modified theories of gravity important?

Modified theories of gravity are important because they offer potential solutions to some of the most pressing questions in physics, such as the nature of dark matter and dark energy, and the problem of quantum gravity. They also provide a way to test the validity of traditional theories and explore the limits of our current understanding of gravity.

3. What are some examples of modified theories of gravity?

Some examples of modified theories of gravity include MOND (Modified Newtonian Dynamics), TeVeS (Tensor-Vector-Scalar) theory, and f(R) gravity. Each of these theories proposes modifications to traditional equations, with the goal of explaining phenomena that cannot be explained by general relativity alone.

4. How do modified theories of gravity differ from traditional theories?

Modified theories of gravity differ from traditional theories in that they introduce additional parameters or modify existing equations in order to explain phenomena that cannot be explained by general relativity. They also often involve new concepts or principles, such as the existence of extra dimensions or the idea of a modified gravitational force.

5. What are some recommended post-grad textbooks on modified theories of gravity?

Some recommended post-grad textbooks on modified theories of gravity include "Modified Gravity and Cosmology" by Timothy Clifton, "Modified Gravity and Cosmology" by Kazuharu Bamba, and "Modified Gravity and Cosmology" by Salvatore Capozziello. These books offer in-depth discussions of various modified theories of gravity, as well as their applications and implications for current research in physics.

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