The Scalar–Tensor Theory of Gravitation: Frontmatter

By Y. Fujii, K. Maeda. 2003

873 citations recorded by the source corpus.

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In Astronomy and Astrophysics

Citations in the corpus

The Confrontation between General Relativity and Experiment (2005, background): “ range is microscopic, then, on solar-system scales, the scalar ﬁeld is suppressed, and the theory is essentially equivalent to general relativity. For a detailed review of scalar-tensor theories see [152]. 3.3.3 f(R) theories These are theories whose action has the form I= c3 16πG Z f(R)(−g)1/2 d4x”
Teleparallel theories of gravity: illuminating a fully invariant approach (2018, methodology): “[111] Y.”
Dynamical systems applied to cosmology: Dark energy and modified gravity (2017, background): “The reader interested in reviews on scalartensor theories, including their applications to cosmology, can refer to the books by Fujii & Maeda (2003) and Faraoni (2004), as well as the review articles of Clifton et al. (2012) and Joyce et al. (2015).”
Inflation and late-time cosmic acceleration in non-minimal Maxwell-F(R) gravity and the generation of large-scale magnetic fields (2008, background): “Consequently, the action in the new conformal frame is given by [50]”
Slowly rotating anisotropic neutron stars in general relativity and scalar–tensor theory (2014, background): “Equations (20)–(22) must be integrated outwards starting from the stellar radius to obtain the stellar mass, angular momentum and scalar charge.”
Brane world cosmology (2004, background): “Quantum mechanically, an additional dependence of the couplings to the moduli fields is generated by a conformal anomaly when switching between the Jordan and the Einstein frames [123].”
Effective field theory of dark energy: A review (2019, background): “The simplest modification is to introduce an extra scalar DoF to GR thereby accessing the realm of scalar-tensor theories [31, 32, 33, 24, 25, 34, 5, 26, 35, 29].”
Renormalization group improved gravitational actions: A Brans-Dicke approach (2003, background): “It should also be mentioned that the standard discussion of Weyl rescalings applied to Brans-Dicke theory [31,32] does not apply in our case since it breaks down at the singular point ω = −3/2 we are working at.”
Black hole based tests of general relativity (2016, background): “Scalar–tensor theories are one of the simplest and most well-studied alternative theories of gravity [162].”
Disformal invariance of second order scalar-tensor theories: Framing the Horndeski action (2013, background): “Scalar-Tensor theories of gravity [5, 10, 13] represents one of the simplest and most studied extensions of GR in which a scalar degree of freedom is added to the Lagrangian besides the metric and matter fields.”