# Difference between revisions of "Renormalization/EFT and General Relativity"

Jthegenius (talk | contribs) (→Notes) |
Jthegenius (talk | contribs) (→Notes) |
||

Line 18: | Line 18: | ||

===Notes=== | ===Notes=== | ||

− | I found some interesting notes by Jesse Thaler. One is on [http://v1.jthaler.net/physics/notes/btsm/gravityunitarity.pdf '''Gravity and Uniterity'''] and the other one is on [http://v1.jthaler.net/physics/notes/ghost/LorentzVioDynamics.pdf '''Lorentz-Violating Dynamics].<br> | + | I found some interesting and relevant notes by Jesse Thaler. One is on [http://v1.jthaler.net/physics/notes/btsm/gravityunitarity.pdf '''Gravity and Uniterity'''] and the other one is on [http://v1.jthaler.net/physics/notes/ghost/LorentzVioDynamics.pdf '''Lorentz-Violating Dynamics].<br> |

## Revision as of 01:11, 14 February 2013

In this page, the acronym "GR-EFT" stands form "effective (quantum) field theory of general relativity".

### Original Work

**Scale of Quantum Gravity**, Tao Han, Scott Willenbrock

An article "deriving" the breakdown scale of GR-EFT.

**The Holographic Entropy Bound and Local Quantum Field Theory, Ulvi Yurtsever**
An interesting attempt towards "obtaining(?)" the area law of entropy for black holes from QFT.

### Reviews

John F. Donoghue is one of the leading experts on the subject of GR-EFT. His review **Introduction to the Effective Field Theory Description of Gravity**

is one of the oldest reviews (yet still very relevant) on this topic that I could find so far. A much more recent recent review by the same author is The effective field theory treatment of quantum gravity.

**Quantum Gravity in Everyday Life: General Relativity as an Effective Field Theory** by Cliff Burgess.

This review also appears in the Living Reviews: [1].

**A pedagogical explanation for the non-renormalizability of gravity** by Assaf Shomer.

### Notes

I found some interesting and relevant notes by Jesse Thaler. One is on **Gravity and Uniterity** and the other one is on **Lorentz-Violating Dynamics****.**