Disk path integrals of timelike Liouville theory yield one-loop Hartle-Hawking-like wavefunctions in a fixed extrinsic-curvature representation, with a conjectured all-loop form and a K-independent pairing that may define a cosmological inner product.
Weinberg,The Cosmological Constant Problem,Rev
4 Pith papers cite this work. Polarity classification is still indexing.
4
Pith papers citing it
representative citing papers
Dynamical systems analysis of a Palatini k-essence model identifies fixed points for quasi-de-Sitter epochs, scaling solutions, and quintessence phases connected by heteroclinic orbits in flat FLRW cosmology.
A power-law f(T,B) teleparallel gravity model is constrained via MCMC on CC, Pantheon Plus, and DESI BAO DR2 data, yielding lower AIC than ΛCDM with phantom-divide crossing.
citing papers explorer
-
Quantum Liouville Cosmology
Disk path integrals of timelike Liouville theory yield one-loop Hartle-Hawking-like wavefunctions in a fixed extrinsic-curvature representation, with a conjectured all-loop form and a K-independent pairing that may define a cosmological inner product.
-
Dynamical system analysis of the cosmological phases in Palatini $k$-essence gravity
Dynamical systems analysis of a Palatini k-essence model identifies fixed points for quasi-de-Sitter epochs, scaling solutions, and quintessence phases connected by heteroclinic orbits in flat FLRW cosmology.
-
Cosmological implications of f(T, B) gravity: constraints from recent observations
A power-law f(T,B) teleparallel gravity model is constrained via MCMC on CC, Pantheon Plus, and DESI BAO DR2 data, yielding lower AIC than ΛCDM with phantom-divide crossing.
- Intertwined Constraints in Extended Cosmologies: Dark Energy, Curvature, Neutrinos, and Inflation