Introducing Loop Quantum Gravity: Where to Start?

In summary, while there are many new and good books on string theory available for both novice and advanced students, there is not much introductory material on loop quantum gravity. However, there are resources available such as the Zakopane lectures, books by Thiemann and Rovelli, and video talks from PIRSA and the Loops conferences. The best place to start would be to search for "first course loop" or "zakopane lectures loop" online.
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If you search major book retailers on the internet, you can find lots of new and very good books on string theory, for both novice and more advanced students. However, for loop quantum gravity, you can't really find anything. Is there an introductory book that takes you from QFT to LQG ? Where is the best place to start ?
 
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For text at undergrad level, google "first course loop" (w/o the quotes) and you get:
https://www.amazon.com/dp/0199590753/?tag=pfamazon01-20

For a more advanced treatment google "zakopane lectures loop" (no quotes) and you get:
http://arxiv.org/abs/1102.3660
Zakopane Lectures on Loop Gravity

Zakopane is a mountain resort near the Poland-Austria border where Loop Gravity schools lasting a week or two have often been held to introduce it for grad students and postdocs wanting to get into research. So this is one bunch of introductory lectures that has been condensed down into 30-some pages.

There are several more introductions and others may post links to some of them. There are highly regarded books by Thomas Thiemann and by Rovelli (who has a free online version at his website), also a paper by Hanno Sahlmann, a paper by Bilson-Thompson, a pedagogical review in the online Living Reviews collection, and a series of a dozen or so introductory video talks by Rovelli at PIRSA. If you google "pirsa rovelli" you will get, among other things, http://pirsa.org/C12012 which gives links to the video talks.

Good resources, but not specifically introductory, are the sets of videos from the conferences Loops 2011 Madrid, and Loops 2013 Perimeter. The Loops conference is biennial, so the next one will be in 2015 and will be held at Erlangen, Germany.
 
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1. What is Loop Quantum Gravity (LQG)?

Loop Quantum Gravity is a theory of quantum gravity, which aims to reconcile general relativity (describing the laws of gravity on a large scale) with quantum mechanics (describing the laws of physics on a small scale). It proposes that the fabric of space is made up of tiny, discrete units called "loops" and that gravity is an emergent property of these loops interacting with each other.

2. How does LQG differ from other theories of quantum gravity?

LQG differs from other theories of quantum gravity, such as string theory, in its approach to the problem. While string theory suggests that particles are made up of tiny, vibrating strings, LQG proposes that space itself is made up of discrete units. Additionally, LQG does not require extra dimensions or new particles, making it a more parsimonious theory.

3. How is LQG related to Einstein's general relativity?

LQG is an extension of general relativity, aiming to resolve the issues that arise when trying to combine it with quantum mechanics. It builds upon Einstein's theory by incorporating the principles of quantum mechanics, such as discrete units of space, into the description of gravity.

4. What are the current challenges in developing LQG?

One of the main challenges in developing LQG is the lack of experimental evidence to support the theory. Due to the extremely small scales involved, it is difficult to test predictions of LQG in a laboratory setting. Additionally, there are still open questions and debates about the mathematical framework and predictions of LQG.

5. How does LQG impact our understanding of the universe?

LQG has the potential to significantly impact our understanding of the universe by providing a unified theory of physics that can explain the behavior of both large-scale objects (described by general relativity) and small-scale objects (described by quantum mechanics). It also has implications for the study of black holes and the early universe, potentially providing new insights into these areas of astrophysics.

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