Does anybody here remember Kodama state?

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SUMMARY

The discussion centers on the Kodama State as a semi-classical solution within Loop Quantum Gravity (LQG), referencing L. Smolin's review "Quantum Gravity with a positive cosmological constant." The current status of the Kodama State in the context of spin foams is questioned, with participants noting that it has not been a focal point in the main Loop program led by Ashtekar, Rovelli, and Thiemann. Additionally, Smolin's contributions to Loop research have diminished since 2008, and his ideas, while innovative, remain on the periphery of mainstream LQG discourse.

PREREQUISITES
  • Understanding of Loop Quantum Gravity (LQG)
  • Familiarity with the Kodama State and its implications
  • Knowledge of the Immirzi parameter
  • Awareness of spin foam models in quantum gravity
NEXT STEPS
  • Read L. Smolin's review "Quantum Gravity with a positive cosmological constant" for foundational insights.
  • Explore the paper "Loop Quantum Gravity: the First Twenty-five Years" for a comprehensive overview of LQG.
  • Investigate the role of the Immirzi parameter in LQG and its significance.
  • Research the current developments in spin foam models and their relation to semi-classical solutions.
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Researchers, physicists, and students interested in quantum gravity, particularly those focusing on Loop Quantum Gravity and the implications of the Kodama State.

zwicky
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Greetings!

I was just reading a very interesting review about Loop Quantum gravity by L. Smolin entitled "Quantum Gravity with a positive cosmological constant"

http://arxiv.org/abs/hep-th/0209079

I know that maybe the review it is out of date, for example there is just a briefly comment about the Immirzi parameter. It seems like then things were very optimistic in LQG as can be seeing from the introduction of the article.
Particularly I was very intrigued by the Kodama State, as a semi-classical solution of the theory. What is the current status of that semiclassical solution in the moder context of spin foams?

z.
 
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zwicky said:
Greetings!

I was just reading a very interesting review about Loop Quantum gravity by L. Smolin entitled "Quantum Gravity with a positive cosmological constant"

http://arxiv.org/abs/hep-th/0209079

I know that maybe the review it is out of date, for example there is just a briefly comment about the Immirzi parameter. It seems like then things were very optimistic in LQG as can be seeing from the introduction of the article.
Particularly I was very intrigued by the Kodama State, as a semi-classical solution of the theory. What is the current status of that semiclassical solution in the moder context of spin foams?

z.

The Loop program centered around Ashtekar Rovelli and Thiemann has never had much to say about either Kodama or about energy-dependent speed of light. Or braid-matter, or cosmic natural selection. Those were things Smolin talked and wrote about.

For instance, I don't remember Rovelli ever saying "Kodama state". I assume he must have made some mention of it somewhere sometime---maybe Atyy knows of a Rovelli paper on Kodama state. But I can't think of one.

So in that sense, nothing has changed. In never was and still is not a feature of the main Loop program.

Smolin has not written much Loop research since 2008, or maybe earlier. The braid matter business didn't catch on with the Loop community---nor did the energy-dependent speed of light---nor did cosmic natural selection (universe breeding thru black holes). He's a brilliant creative guy, but Loopwise somewhat out on the margins.

If you are interested in Smolin's ideas (and you should be!) then read Smolin. If you are interested specifically in Loop, which is quite a different matter, then I'd say read
http://arxiv.org/abs/1012.4707
Loop Quantum Gravity: the First Twenty-five Years
It's an excellent survey and review written for non-specialists, to be published in a special QG issue of the journal CQG (Classical and Quantum Gravity)
 
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