On generalization of 2d gravity with the simplest non-invariant states

Abstract

Two-dimensional quantum gravity has led to numerous curious results since it was developed in the 1980s. Following the method of the original works, we derive the effective action for the simplest modifications of the theory, when the matter is immersed into Poincaré non-invariant states. The latter ones, as it has been shown recently, may have a considerable response in the theories with gravity, and the 2d Universe is a basic example to start with the deep investigation of these phenomena. We consider the cases of the insertion of the primary state of CFT and the thermal distribution of conformal matter.

13 pages

References in corpus (4)

• On Correlation Numbers in 2D Minimal Gravity and Matrix Models
• Curved space equilibration vs. flat space thermalization (a short review)
• Quantum fields in the future Rindler wedge
• Currents of created pairs in strong electric fields

Cited by in corpus (1)

• Nontrivial self-consistent backreaction of quantum fields in 2D dilaton gravity