How do cosmologists view loop quantum cosmology?

In summary: Some possible examples could include observations from different types of telescopes, such as radio telescopes and optical telescopes, all pointing to the same conclusions. Another example could be using different types of cosmological probes, such as the cosmic microwave background radiation and large-scale structure, to confirm the same results. Additionally, if loop cosmology provided predictions that were later confirmed by other independent theories or observations, that could also strengthen its credibility.
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kodama
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Quantum Gravity in the Sky: Interplay between fundamental theory and observations
Abhay Ashtekar, Brajesh Gupt
(Submitted on 15 Aug 2016 (v1), last revised 12 Nov 2016 (this version, v2))
Observational missions have provided us with a reliable model of the evolution of the universe starting from the last scattering surface all the way to future infinity. Furthermore given a specific model of inflation, using quantum field theory on curved space-times this history can be pushed \emph{back in time} to the epoch when space-time curvature was some 1062 times that at the horizon of a solar mass black hole! However, to extend the history further back to the Planck regime requires input from quantum gravity. An important aspect of this input is the choice of the background quantum geometry and of the Heisenberg state of cosmological perturbations thereon, motivated by Planck scale physics. This paper introduces first steps in that direction. Specifically we propose two principles that link quantum geometry and Heisenberg uncertainties in the Planck epoch with late time physics and explore in detail the observational consequences of the initial conditions they select. We find that the predicted temperature-temperature (T-T) correlations for scalar modes are indistinguishable from standard inflation at small angular scales even though the initial conditions are now set in the deep Planck regime. However, \emph{there is a specific power suppression at large angular scales}. As a result, the predicted spectrum provides a better fit to the PLANCK mission data than standard inflation, where the initial conditions are set in the general relativity regime. Thus, our proposal brings out a deep interplay between the ultraviolet and the infrared. Finally, the proposal also leads to specific predictions for power suppression at large angular scales also for the (T-E and E-E) correlations involving electric polarization. The PLANCK team is expected to release this data in the coming year.
Comments: Invited article, to appear in CQG. This paper is addressed both to the quantum gravity and cosmology audiences. Cosmologists can focus just on sections I, IV.C, IV.D and V without loss of continuity. 43 pages, 13 figures. Version 2 contains a few clarifications and new references, especially to compare and contrast related results in the literature
Subjects: General Relativity and Quantum Cosmology (gr-qc); Cosmology and Nongalactic Astrophysics (astro-ph.CO); High Energy Physics - Theory (hep-th); Mathematical Physics (math-ph)
Cite as: arXiv:1608.04228 [gr-qc] within the field of cosmology, how seriously do cosmologists consider LQG/LQC theory as a way to understand Planck scale physics of the big bang as outlined in the above paper and similar?
 
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I think it's generally considered to be a serious avenue of investigation, but not one that is likely to be experimentally verifiable anytime soon.

I generally don't take claims seriously like the ones in this paper which claim to provide better fits to the data, as the amount of increased improvement is pretty minimal, and tends to be within the margin of error of the experiment. In order to convince a large number of cosmologists that this model is an accurate description of our universe, they would really need to have a number of independent lines of evidence which all converge on the same picture.
 
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  • #3
Chalnoth said:
I think it's generally considered to be a serious avenue of investigation, but not one that is likely to be experimentally verifiable anytime soon.

I generally don't take claims seriously like the ones in this paper which claim to provide better fits to the data, as the amount of increased improvement is pretty minimal, and tends to be within the margin of error of the experiment. In order to convince a large number of cosmologists that this model is an accurate description of our universe, they would really need to have a number of independent lines of evidence which all converge on the same picture.

how does the claims compare with string cosmology?

how would having a viable theory of QG improve cosmology?
 
  • #4
kodama said:
how does the claims compare with string cosmology?
It's fairly similar in terms of its empirical status at the current time. I think string theory is still a little bit more popular, but that's not necessarily a good measure of which is more likely to be true.

kodama said:
how would having a viable theory of QG improve cosmology?
It would likely only have an impact on our understanding of the very earliest moments of our universe. It might provide insight into how our universe began and the precise behavior of that first tiny fraction of a second. But it won't change much beyond that.
 
  • #5
Chalnoth said:
I think it's generally considered to be a serious avenue of investigation, but not one that is likely to be experimentally verifiable anytime soon.

I generally don't take claims seriously like the ones in this paper which claim to provide better fits to the data, as the amount of increased improvement is pretty minimal, and tends to be within the margin of error of the experiment. In order to convince a large number of cosmologists that this model is an accurate description of our universe, they would really need to have a number of independent lines of evidence which all converge on the same picture.

what are some examples of "a number of independent lines of evidence which all converge on the same picture" as for example loop cosmology?
 

1. What is loop quantum cosmology?

Loop quantum cosmology (LQC) is a theory that combines elements of loop quantum gravity and cosmology to provide a quantum description of the universe at the very early stages of its evolution. It aims to address the shortcomings of classical cosmology by incorporating quantum effects.

2. How does LQC differ from other theories of cosmology?

LQC differs from other cosmological theories in its approach to the problem of the singularity, or the point of infinite density and curvature in the early universe. Instead of trying to avoid or explain the singularity, LQC proposes that the universe instead undergoes a "bounce" at this point, transitioning from a previous contracting phase to an expanding one.

3. What evidence supports LQC?

Currently, there is no direct evidence for LQC. However, it is a promising theory that has been able to make predictions about the cosmic microwave background radiation and the large-scale structure of the universe. These predictions have been consistent with observational data, providing support for LQC.

4. What are the challenges facing LQC?

One of the main challenges facing LQC is the lack of a complete and consistent mathematical formulation of the theory. This makes it difficult to make precise predictions and test the theory against observational data. Additionally, there is still much debate and disagreement among cosmologists about the validity and applicability of LQC.

5. How do cosmologists view the potential of LQC?

There is no consensus among cosmologists on the potential of LQC. Some see it as a promising approach to understanding the early universe, while others remain skeptical due to the lack of experimental evidence and the unresolved challenges facing the theory. Further research and advancements in the field are needed to fully assess the potential of LQC.

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