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Scalar-multi-tensorial equivalence for higher order f(R , ∇ μ R , ∇ μ 1 ∇ μ 2 R , … , ∇ μ 1 … ∇ μ n R) theories of gravity
(American Physical Society, 2016-06-13)
Scalar-multi-tensorial equivalence for higher order f (R,del R-mu,del(mu 1)del R-mu 2, ... ,del(mu 1) ... del R-mu n) theories of gravity
(Amer Physical Soc, 2016-06-13)
The equivalence between theories depending on the derivatives of R, i.e. f(R, del R, ... ,del R-n), and scalar-multi-tensorial theories is verified. The analysis is done in both metric and Palatini formalisms. It is shown ...
Scalar-multi-tensorial equivalence for higher order f (R,μR,μ1μ2R,...,μ1...μnR) theories of gravity
(2016-06-13)
The equivalence between theories depending on the derivatives of R, i.e. f(R,R,...,nR), and scalar-multi-tensorial theories is verified. The analysis is done in both metric and Palatini formalisms. It is shown that ...