Testing the quality factor with some approximate solutions to Einstein's equations.

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General Relativity

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The quality factor of a metric, defined by Bel as a measure of its approximation to a solution of Einstein's equations, is tested with several well-known approximate solutions. Whereas for some metrics such as the linearized plane wave solutions the quality factor leads to some intriguing results, for others such as the Newtonian and post-Newtonian approximations for the one and two body systems, and also the linearized perturbations of the Friedmann-Robertson-Walker metrics, it seems to lead to very reasonable results.

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