Heuristic extension of Laplace-Beltrami formalism to EFEs shows first-order terms heuristically describe vector and scalar fields on curved spacetime via representative metric Ansätze.
Relativistic Viscous Universe Models
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abstract
The research on relativistic universe models with viscous fluids is reviewed. Viscosity may have been of significance during the early inflationary era, and may also be of importance for the late time evolution of the Universe. Bulk viscosity and shear viscosity cause exponential decay of anisotropy, while nonlinear viscosity causes power-law decay of anisotropy. We consider also the influence from turbulence, in connection with future singularities of the universe (Big Rip and Little Rip). Finally, we review some recent developments of causal cosmology theories.
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gr-qc 1years
2026 1verdicts
UNVERDICTED 1representative citing papers
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The Heuristic Approach to General Relativity in the Laplace-Beltrami Formalism
Heuristic extension of Laplace-Beltrami formalism to EFEs shows first-order terms heuristically describe vector and scalar fields on curved spacetime via representative metric Ansätze.