- #1
- 5,779
- 172
Does anybody know about an attempt to quantize teleparallel gravity?
I would like to learn more about it, canonical approaches preferred: is there a sound formalism to implement the constraints / symmetries? Do we know the physical Hilbert space? Can one construct Dirac observables? Does the construction of energy carry over to the quantized version?
If all this has NOT been done yet - why?
Last question: can one say that Einstein-Cartan-Gravity which is the basis for canonical LQG unifies both GR + teleparallel gravity, therefore the latter one is automatically "contained" in LQG?
I would like to learn more about it, canonical approaches preferred: is there a sound formalism to implement the constraints / symmetries? Do we know the physical Hilbert space? Can one construct Dirac observables? Does the construction of energy carry over to the quantized version?
If all this has NOT been done yet - why?
Last question: can one say that Einstein-Cartan-Gravity which is the basis for canonical LQG unifies both GR + teleparallel gravity, therefore the latter one is automatically "contained" in LQG?