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- W2070388612 abstract "A procedure, suitable for translation into computer language and analogous to the uniqueness proof of Einstein's field equations in vierbein formulation, is developed for finding the most general quadratic action Lagrangian density in general relativity that satisfies the requirement of covariance and of invariance under coordinate dependent frame reorientation. It is found that this Lagrangian is identical with the most general linear combination that can be made up out of the three scalars formed by bilinear combinations of the Riemann curvature tensor." @default.
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- W2070388612 title "On the uniqueness of the quadratic action Lagrangian in general relativity" @default.
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- W2070388612 doi "https://doi.org/10.1139/p70-242" @default.
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