A Class of Exact Solutions of the Wheeler -- De Witt Equation
arXiv:hep-th/9601062 · doi:10.1016/0370-2693(96)00268-7
Abstract
After carefully regularizing the Wheeler -- De Witt operator, which is the Hamiltonian operator of canonical quantum gravity, we find a class of exact solutions of the Wheeler -- De Witt equation.
9 pages, Latex, (one reference and one conclusion added, minor corrections in the formulae)
References in corpus (5)
- Structural Issues in Quantum Gravity
- Continuum Strong Coupling Expansion of Yang-Mills Theory: Quark Confinement and Infra-Red Slavery
- Analysis of the Wheeler-DeWitt Equation beyond Planck Scale and Dimensional Reduction
- Strong Coupling Quantum Gravity and Physics beyond the Planck Scale
- Quantum Potential and Quantum Gravity
Cited by in corpus (16)
- Must Quantum Spacetimes Be Euclidean?
- The Bohm Interpretation of Quantum Cosmology
- Volume average regularization for the Wheeler-DeWitt equation
- Short Distance Properties from Large Distance Behaviour
- Strong Coupling Quantum Gravity and Physics beyond the Planck Scale
- Emergent gravity from relatively local Hamiltonians and a possible resolution of the black hole information puzzle
- The Geometrical Origin of Dark Energy
- Yang-Mills beta-function from a large-distance expansion of the Schroedinger functional
- Wheeler-De Witt equation and AdS/CFT correspondence
- Solving the Functional Schroedinger Equation: Yang-Mills String Tension and Surface Critical Scaling
- Wheeler-DeWitt equation and the late gravitational collapse: effects of factor ordering and the tunneling scenario
- Black Hole Solution of Quantum Gravity
- The Time Evolution of Quantum Universe in The Quantum Potential Picture
- Solution of the noncanonicity puzzle in General Relativity: a new Hamiltonian formulation
- Quantum variational solving of the Wheeler-DeWitt equation
- Solutions of Quantum Gravity Coupled to the Scalar Field