Quantum States of String-Inspired Lineal Gravity
arXiv:hep-th/9403045 · doi:10.1103/PhysRevD.50.3913
Abstract
We construct quantum states for a (1+1) dimensional gravity-matter model that is also a gauge theory based on the centrally extended Poincaré group. Explicit formulas are found, which exhibit interesting structures. For example wave functionals are gauge invariant except for a gauge non-invariant phase factor that is the Kirillov-Kostant 1-form on the (co-) adjoint orbit of the group. However no evidence for gravity-matter forces is found.
23 pages in REVTEX, MIT-CTP-2278
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- Dirac Quantization Gravity-Yang-Mills Systems in 1+1 Dimensions
- AdS_2 Supergravity and Superconformal Quantum Mechanics
- Geometry of the physical phase space in quantum gauge models
- On the conformal equivalence between 2D black holes and Rindler spacetime
- Nonperturbative path integral of 2d dilaton gravity and two-loop effects from scalar matter
- Conformal equivalence of 2D dilaton gravity models
- The Asymptotic Dynamics of two-dimensional (anti-)de Sitter Gravity
- Edge States and Entropy of 2d Black Holes
- Quantum Gravity and Turning Points in the Semiclassical Approximation
- Solutions to a Quantal Gravity-Matter Field Theory on a Line
- Non Abelian BF theories with sources and 2-D gravity
- String-Inspired Gravity with Interacting Point Particles
- A solution to the zero-hamiltonian problem in 2-D gravity
- An effective Hamiltonian for 2D black hole Physics
- Exact Quantum States for all Two-Dimensional Dilaton Gravity Theories
- String-Inspired Gravity Coupled to Yang-Mills Fields
- Schwinger terms in gravitation in two dimensions as a consequence of the gravitational anomaly