Chaotic Friedman-Robertson-Walker Cosmology Coupled to a Real Free Massive Scalar Field in Maupertuis Picture
The generalization of the Maupertuis principle in the relativistic cosmology context is presented. The connections between the sign of the Gauss curvature for a space with a Jacobi metric (which is indefinite in our case) and the chaotic behaviour is also discussed.
KeywordsHamiltonian Constraint Integrable Case Poincare Mapping Typical Trajectory Geodesic Deviation
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