The Four-Dimensionality of Space and the Einstein Tensor¶
Lovelock. (1972). The Four-Dimensionality of Space and the Einstein Tensor. Journal of Mathematical Physics.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Horndeski Theory
- It is not Lovelock gravity either: Lovelock classifies metric curvature invariants giving second-order metric equations in general dimension; ordinary four-dimensional Lovelock dynamics reduce to Einstein gravity with a cosmological constant, up to topological terms
This sourceProves the four-dimensional reduction of Lovelock gravity to the Einstein tensor plus cosmological constant; the preceding general-dimension classification of Lovelock invariants is established in the earlier Lovelock (1971) paper, which this source does not supply.
- It is not Lovelock gravity either: Lovelock classifies metric curvature invariants giving second-order metric equations in general dimension; ordinary four-dimensional Lovelock dynamics reduce to Einstein gravity with a cosmological constant, up to topological terms
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