Systematic covariant QG, Engle style

In summary: This thread serves as a belated appreciation of J.S.Engle's contributions and serves as a great resource for those interested in his work. In summary, J.S.Engle's research and writing style have greatly contributed to the field of spinfoams, particularly in redefining LQC and establishing a symmetry reduced sector of the full LQG theory. His students have also made significant contributions and I am excited to learn more about their work. Overall, J.S.Engle's work is a major step forward in the spinfoam program and it is clear that his orderly deliberateness and clear writing have greatly aided in this progress.
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This thread is in part belated appreciation of J.S.Engle's seemingly orderly systematic way of doing research, and good writing style. I'm not kidding: a clear widely understandable writing style helps a lot.

If you want a well-written review (from basics to latest) of spinfoams he has one here
http://arxiv.org/abs/arXiv:1303.4636
It's to be a chapter in Springer's Handbook of Spacetime (at press) ed Ashtekar and Petkov.

In July Engle essentially redefined LQC by establishing a symmetry reduced sector of the full LQG theory, and (significantly) doing it in a diffeomorphism invariant way. This politely pulled the rug from under an earlier somewhat over-emphatic criticism of LQC non-covariance.
Slides PDF here: http://pirsa.org/13070039
Diffeomorphism invariance and dynamic symmetry reduction
Video starts at minute 83:00 of http://pirsa.org/displayFlash.php?id=13070039

Two of Engle's students gave talks at Loops 2013
Matthew Hogan's talk starts at minute 51:00 of http://pirsa.org/13070087
Atousa Shirazi's talk starts at minute 64:00 of http://pirsa.org/13070086

By way of general introduction, here's part of what Inspire's page says.
http://inspirehep.net/author/J.S.Engle.1/
Florida Atlantic FAC 2010
U. Erlangen PD 2009 2010
CPT, Marseille PD 2009 2009
MPI, Potsdam PD 2007 2009
CPT, Marseille PD 2006 2007
Penn State U. PHD 2001 2006
Ashtekar was his PhD advisor, collaboration with Ashtekar, Rovelli, Thiemann and many others. The "E" in EPRL.

What got my attention yesterday was the Shirazi Engle paper. I think it is a major step forward in the spinfoam program: something that needed to be done. What impressed me was the orderly deliberateness (and the clear writing).
 
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It's very impressive.

Thank you for sharing this information about J.S.Engle and his work! His research and writing style is truly admirable and it is clear that he has made a significant contribution to the field of spinfoams. I am particularly impressed by his collaboration with Ashtekar, Rovelli, and Thiemann, as well as his PhD advisor Ashtekar. I am looking forward to exploring the Shirazi Engle paper to gain a better understanding of the spinfoam program and how it can be advanced.
 

FAQ: Systematic covariant QG, Engle style

What is Systematic Covariant QG, Engle Style?

Systematic covariant QG, Engle style, is a theoretical framework in quantum gravity that aims to provide a consistent and unified description of the fundamental forces of nature, including gravity. It combines elements of both quantum mechanics and general relativity to create a covariant theory that is not dependent on a specific background spacetime.

How does Systematic Covariant QG, Engle Style differ from other quantum gravity theories?

Systematic covariant QG, Engle style, differs from other quantum gravity theories in several ways. It incorporates the concept of background independence, which means that the theory is not dependent on a specific spacetime background. It also uses a systematic approach to quantization, which allows for a more consistent treatment of quantum effects. Additionally, it incorporates the concept of covariance, which ensures that the theory is invariant under coordinate transformations.

What are the main challenges in developing a Systematic Covariant QG, Engle Style theory?

One of the main challenges in developing a Systematic Covariant QG, Engle style theory is the consistent treatment of quantum effects in a background-independent framework. This requires the use of new mathematical tools and techniques, such as the loop quantum gravity formalism. Another challenge is the reconciliation of the theory with experimental observations, as it is still a developing field with many unanswered questions.

What are the potential applications of Systematic Covariant QG, Engle Style?

The potential applications of Systematic Covariant QG, Engle style are vast and far-reaching. It could provide a complete and unified description of the fundamental forces of nature, including gravity, and potentially lead to the development of a theory of quantum gravity. It could also have implications for our understanding of the early universe and the behavior of matter in extreme environments, such as black holes.

What are some current research topics in Systematic Covariant QG, Engle Style?

Current research topics in Systematic Covariant QG, Engle style include the development of new mathematical tools and techniques for background-independent quantization, the investigation of the theory's implications for cosmology and black hole physics, and attempts to reconcile it with other quantum gravity theories. Other areas of research include the exploration of the concept of non-commutative geometry and its role in the theory, and the application of the theory to other branches of physics, such as particle physics and condensed matter physics.

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