How does LQG describe gravity?

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Discussion Overview

The discussion revolves around the description of gravity within the framework of Loop Quantum Gravity (LQG), particularly focusing on the roles of spinfoams and spin networks in representing the structure of space and time. Participants explore the relationship between these concepts and gravity, questioning how gravity is incorporated into LQG compared to classical General Relativity (GR).

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • One participant questions what is added to spinfoams and spin networks to account for gravity, suggesting a possible connection to a less action principle.
  • Another participant seeks clarification on the nature of gravity in the context of classical GR, implying a need for a deeper understanding of its relationship with LQG.
  • A participant notes that in GR, there is an equality linking geometry and energy-momentum, which leads to geodesics and derivatives, and contrasts this with the non-embedding of networks in classical spacetime.
  • There is a suggestion that spin networks and spinfoams may constitute spacetime, and since gravity is related to the geometry of spacetime, they might also relate to gravity.
  • One participant expresses frustration at not having succeeded in understanding the connection between spinfoams, spin networks, and gravity, prompting a request for others' insights.

Areas of Agreement / Disagreement

Participants do not appear to reach a consensus on how gravity is described in LQG, with multiple competing views and uncertainties remaining about the relationship between spinfoams, spin networks, and gravity.

Contextual Notes

Limitations include the lack of clarity on how gravity is specifically integrated into the LQG framework and the dependence on definitions of gravity and spacetime. There are unresolved questions regarding the mathematical formulation and implications of these concepts.

Heidi
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I can see how spinfoams and spin networks can describe the structure of space and time. But i have not seen what is added so that there is gravity. is it a less action principle?u
 
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Heidi said:
But i have not seen what is added so that there is gravity.

What is gravity in the context of classical GR?
 
In GR we have an equality relating the geometry and the energy momentum it cotains. so we get geodesics and derivatives.
Here the networks are not embedded in the classical space time.
 
Heidi said:
Here the networks are not embedded in the classical space time.

Well, in a way they constitute spacetime. And since gravity can be thought of as geometry of spacetime, and since you've said that you see how spinfoams and networks are related to spacetime, then I guess that would mean that you should see how they are related to gravity :tree:
 
I asked the question because i did not succeed. Did you?
 

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