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Bi-scalar tensor vector gravity

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Not to be confused withScalar–tensor–vector gravity orTensor–vector–scalar gravity.

Bi-scalar tensor vector gravity theory (BSTV)^[1] is an extension of thetensor–vector–scalar gravity theory (TeVeS).^[2] TeVeS is a relativistic generalization ofMordehai Milgrom'sModified Newtonian Dynamics MOND paradigm proposed byJacob Bekenstein.^[3] BSTV was proposed by R.H.Sanders. BSTV makes TeVeS more flexible by making a non-dynamical scalar field in TeVeS into a dynamical one.^[4]

References

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^Sanders, R.H. (2005-07-01)A tensor-vector-scalar framework for modified dynamics and cosmic dark matterCornell University Library, retrieved July 11, 2010
^Jacob D. Bekenstein (2004), "Relativistic gravitation theory for the modified Newtonian dynamics paradigm",Phys. Rev. D,70 (8): 083509,arXiv:astro-ph/0403694,Bibcode:2004PhRvD..70h3509B,doi:10.1103/PhysRevD.70.083509
^M. Milgrom (1983), "A modification of the Newtonian dynamics as a possible alternative to the hidden mass hypothesis",Astrophys. J.,270:365–370,Bibcode:1983ApJ...270..365M,doi:10.1086/161130
^Zhao, HongSheng; Bacon, David J.; Taylor, Andy N.; Horne, Keith (2005-12-16)Testing Bekenstein's Relativistic MOND gravity with Lensing DataCornell University Library, retrieved July 11, 2010

Theories of gravitation

Standard

Newtonian gravity (NG)	Newton's law of universal gravitation Gauss's law for gravity Poisson's equation for gravity History of gravitational theory
General relativity (GR)	Introduction History Mathematics Exact solutions Resources Tests Post-Newtonian formalism Linearized gravity ADM formalism Gibbons–Hawking–York boundary term

Alternatives to
general relativity

Paradigms	Classical theories of gravitation Quantum gravity Theory of everything
Classical	Poincaré gauge theory Einstein–Cartan Teleparallelism Bimetric theories Gauge theory gravity Composite gravity f(R) gravity Infinite derivative gravity Massive gravity Modified Newtonian dynamics, MOND AQUAL Tensor–vector–scalar Nonsymmetric gravitation Scalar–tensor theories Brans–Dicke Scalar–tensor–vector Conformal gravity Scalar theories Nordström Whitehead Geometrodynamics Induced gravity Degenerate Higher-Order Scalar-Tensor theories
Quantum-mechanical	Euclidean quantum gravity Canonical quantum gravity Wheeler–DeWitt equation Loop quantum gravity Spin foam Causal dynamical triangulation Asymptotic safety in quantum gravity Causal sets DGP model Rainbow gravity theory
Unified-field-theoric	Kaluza–Klein theory Supergravity
Unified-field-theoric and quantum-mechanical	Noncommutative geometry Semiclassical gravity Superfluid vacuum theory Logarithmic BEC vacuum String theory M-theory F-theory Heterotic string theory Type I string theory Type 0 string theory Bosonic string theory Type II string theory Little string theory Twistor theory Twistor string theory
Generalisations / extensions of GR	Liouville gravity Lovelock theory (2+1)-dimensional topological gravity Gauss–Bonnet gravity Jackiw–Teitelboim gravity

Pre-Newtonian
theories and
toy models