Spacetime scaling invariance and quantum gravity

In summary, Neil Turok suggests that scale symmetry is a fundamental property of nature, including spacetime. He thinks that nature does not recognize any kind of scale, including the Planck scale, and that this breaks the symmetry. He thinks that this has implications for the other symmetry supersymmetry and for the theory of gravity.
  • #1
kodama
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Neil Turok, Director of the Perimeter Institute of Theoretical Physics in Ontario, Canada suggests scaling invariance is a fundamental property of nature, including spacetime. that nature does not recognize any kind of scale, including Planck scale.

if true how would this affect the leading theories of QG like string theory LQG etc. are there any theories of gravity and quantum gravity that respect scaling invariance? how would gravitons be affected if nature is scaling invariant?

Turok seems to think scale symmetry is a fundamental symmetry.

since scale is important in the real world, what breaks this symmetry?

what does this mean for the other symmetry supersymmetry?
he also thinks the higgs might also exhibit scaling invariance http://www.perimeterinstitute.ca/people/Neil-Turok
 
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  • #2
Shape Dynamics is a locally scale invariant gravity theory. Koslowski et al showed that scale invariance in SD is deeply linked with the time refoliation invariance in GR. While they are still formulating SD as a quantum theory there is some evidence that it has a scale anomaly ie the invariance is broken at a quantum level.
See "Scale Anomaly as the Origin of Time."
Barbour, Lostaglio, Mercati arXiv:1301.6173v1
 
  • #3
spacejunkie said:
Shape Dynamics is a locally scale invariant gravity theory. Koslowski et al showed that scale invariance in SD is deeply linked with the time refoliation invariance in GR. While they are still formulating SD as a quantum theory there is some evidence that it has a scale anomaly ie the invariance is broken at a quantum level.
See "Scale Anomaly as the Origin of Time."
Barbour, Lostaglio, Mercati arXiv:1301.6173v1

thanks i'll look it up.
does string/m theory lqg supergravity et al, respect scale invariance?
 
  • #4
LQG is not scale invariant as usually formulated because it has minimum area and volume operators. There was a suggestion from Kosloswki that LQG may be made scale invariant by reformulating it using unlabelled graphs but I don't know if that has gone anywhere.

I don't know enough about the others to comment.
 
  • #5
kodama said:
thanks i'll look it up.
does string/m theory lqg supergravity et al, respect scale invariance?
String theory is conformal on the worldsheet, and I guess it is also conformal in spacetime whenever you're dealing with only the massless modes.

Conformal invariance in supergravity is used as a trick to describe matter couplings via so called superconformal tensor calculus. But the theory itself exhibits just superpoincare invariance, because the gauge fields belonging to the dilation and special conformal transfo's can be solved for or gauged away.
 
  • #6
kodama said:

This seems a very odd foundation for a fundamental physical theory given the myriad circumstance of physics where phenomena manifest themselves at some scales and not others. Atoms and stars and black holes and galaxies, for example, all have very distinctive scales, the very fundamental constants of the universe run with energy scale in the SM, and the CMB data is inconsistent with scaling invariance.
 
  • #7
ohwilleke said:
This seems a very odd foundation for a fundamental physical theory given the myriad circumstance of physics where phenomena manifest themselves at some scales and not others. Atoms and stars and black holes and galaxies, for example, all have very distinctive scales, the very fundamental constants of the universe run with energy scale in the SM, and the CMB data is inconsistent with scaling invariance.
http://www.perimeterinstitute.ca/people/Neil-Turok
4) I am fascinated by the results of detailed measurements of the universe on large scales. The presence of dark energy, as well as the extreme simplicity in the large scale structure, seem to me profound clues which no existing theoretical paradigm adequately explains. They may be pointing towards new physical principles, such as conformal symmetry and its spontaneous breakdown, and I am interested in exploring frameworks within which this may be studied.

he obviously thinks it is broken
 
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  • #8
spacejunkie said:
Shape Dynamics is a locally scale invariant gravity theory. Koslowski et al showed that scale invariance in SD is deeply linked with the time refoliation invariance in GR. While they are still formulating SD as a quantum theory there is some evidence that it has a scale anomaly ie the invariance is broken at a quantum level.
See "Scale Anomaly as the Origin of Time."
Barbour, Lostaglio, Mercati arXiv:1301.6173v1
 

1. What is spacetime scaling invariance?

Spacetime scaling invariance is a concept in physics that describes the property of a theory or system remaining unchanged under a scaling transformation. This means that if we change the scale or size of spacetime, the laws of physics and the behavior of particles within that spacetime remain the same.

2. How does spacetime scaling invariance relate to quantum gravity?

Spacetime scaling invariance is a key feature of theories of quantum gravity, which aim to reconcile the principles of general relativity and quantum mechanics. In these theories, the laws of physics must remain unchanged even at very small scales, where the effects of quantum mechanics become significant. Therefore, spacetime scaling invariance is a necessary condition for a successful theory of quantum gravity.

3. What evidence supports the idea of spacetime scaling invariance?

Experimental evidence for spacetime scaling invariance is still limited, as it requires precise measurements at extremely small scales. However, some studies in quantum field theory and string theory have shown that certain aspects of spacetime and particle interactions are consistent with this property. Additionally, the fact that the laws of physics still hold at the subatomic level is seen as supporting evidence for spacetime scaling invariance.

4. Are there any theories that challenge the concept of spacetime scaling invariance?

There are some alternative theories that challenge the idea of spacetime scaling invariance, such as loop quantum gravity and causal dynamical triangulation. These theories propose different approaches to quantum gravity that do not necessarily rely on the concept of spacetime scaling invariance. However, the majority of current research in the field still supports its importance in understanding the fundamental nature of the universe.

5. How does spacetime scaling invariance affect our understanding of the universe?

Spacetime scaling invariance is a fundamental concept that has implications for our understanding of the universe at both the smallest and largest scales. It plays a crucial role in theories of quantum gravity and helps us to explain the behavior of particles and the structure of spacetime. By understanding and studying this concept, we can gain deeper insights into the fundamental nature of the universe and potentially discover new laws of physics.

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