A Dynamical Solution of Stable Starobinsky-Type Inflation Model in Quantum Geometry

Abstract

Quantum geometry gives a regularization scheme-independent effective action, whoes equation of motion for the conformal mode has a stable de Sitter solution at the high-energy region where the coupling of the self-interactions of the traceless mode can be neglected because of the asymptotic freedom. However, the dynamics of the traceless mode suggests that inflation ends at the low-energy region.

Latex, 8 pages, reference added

References in corpus (2)

• A Flat Universe from High-Resolution Maps of the Cosmic Microwave Background Radiation
• A Candidate for Renormalizable and Diffeomorphism Invariant 4D Quantum Theory of Gravity

Cited by in corpus (4)

• The graceful exit from the anomaly-induced inflation: Supersymmetry as a key
• Resummation and Higher Order Renormalization in 4D Quantum Gravity
• Conformal Algebra and Physical States in Non-critical 3-brane on R*S^3
• CMB Anisotropies Reveal Quantized Gravity