Generalized 2d dilaton gravity with matter fields
arXiv:gr-qc/9805059 · doi:10.1088/0264-9381/15/12/010
Abstract
We extend the classical integrability of the CGHS model of 2d dilaton gravity [1] to a larger class of models, allowing the gravitational part of the action to depend more generally on the dilaton field and, simultaneously, adding fermion- and U(1)-gauge-fields to the scalar matter. On the other hand we provide the complete solution of the most general dilaton-dependent 2d gravity action coupled to chiral fermions. The latter analysis is generalized to a chiral fermion multiplet with a non-abelian gauge symmetry as well as to the (anti-)self-dual sector df = *df (df = -*df) of a scalar field f.
37 pages, Latex; typos and Eqs. (44,45) corrected; paragraph on p. 26, referring to a work of S. Solodukhin, reformulated; references added
References in corpus (5)
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Cited by in corpus (14)
- Dilaton Gravity in Two Dimensions
- Geometrodynamical Formulation of Two-Dimensional Dilaton Gravity
- The virtual black hole in 2d quantum gravity
- Gravity from Lie algebroid morphisms
- Non-Minimally Coupled Massive Scalar Field in a 2D Black Hole: Exactly Solvable Model
- Ramifications of Lineland
- Effective action for scalar fields in two-dimensional gravity
- AdS_2 and quantum stability in the CGHS model
- Dynamical N-body Equlibrium in Circular Dilaton Gravity
- Classification of static and homogeneous solutions in exactly solvable models of two-dimensional dilaton gravity
- Regular self-consistent geometries with infinite quantum backreaction in 2D dilaton gravity and black hole thermodynamics: unfamiliar features of familiar models
- Exactly solvable models in 2D semiclassical dilaton gravity and extremal black holes
- Second Law of Black Hole Mechanics for all 2d Dilaton Theories
- Ghost-free infinite-derivative dilaton gravity in two dimensions