From Dark Energy and Dark Matter to Dark Metric
arXiv:0805.3642 · doi:10.1007/s10701-009-9332-7
Abstract
It is nowadays clear that General Relativity cannot be the definitive theory of Gravitation due to several shortcomings that come out both from theoretical and experimental viewpoints. At large scales (astrophysical and cosmological) the attempts to match it with the latest observational data lead to invoke Dark Energy and Dark Matter as the bulk components of the cosmic fluid. Since no final evidence, at fundamental level, exists for such ingredients, it is clear that General Relativity presents shortcomings at infrared scales. On the other hand, the attempts to formulate more general theories than Einstein's one give rise to mathematical difficulties that need workarounds that, in turn, generate problems from the interpretative viewpoint. We present here a completely new approach to the mathematical objects in terms of which a theory of Gravitation may be written in a first-order (a' la Palatini) formalism, and introduce the concept of Dark Metric which could completely bypass the introduction of disturbing concepts as Dark Energy and Dark Matter.
References in corpus (8)
- f(R) Theories Of Gravity
- The Confrontation between General Relativity and Experiment
- The Confrontation between General Relativity and Experiment
- Extended Theories of Gravity and their Cosmological and Astrophysical Applications
- Covariant conservation of energy momentum in modified gravities
- Dark energy and dark matter as curvature effects
- The Universality of Einstein Equations
- General relativity, gravitational energy and spin-two field
Cited by in corpus (39)
- Extended Theories of Gravity
- Jeans analysis of self-gravitating systems in f(R)-gravity
- Cosmology of hybrid metric-Palatini f(X)-gravity
- Physical non-equivalence of the Jordan and Einstein frames
- Axially symmetric solutions in f(R)-gravity
- Cosmographic Constraints and Cosmic Fluids
- Unifying Einstein and Palatini gravities
- Analysis of the Yukawa gravitational potential in gravity I: semiclassical periastron advance
- Analysis of the Yukawa gravitational potential in gravity II: relativistic periastron advance
- Ghost-free bigravity and accelerating cosmology
- Conformally related metrics and Lagrangians and their physical interpretation in cosmology
- Equivalence between Palatini and metric formalisms of f(R)-gravity by divergence free current
- Modified gravity revealed along geodesic tracks
- Kaluza-Klein String Cosmological Model in f(R; T) Theory of Gravity
- Polytropic stars in Palatini gravity
- Jeans analysis in energy-momentum-squared gravity
- Cosmology of non-minimal derivative coupling to gravity in Palatini formalism and its chaotic inflation
- Correspondence between Jordan-Einstein frames and Palatini-metric formalisms
- Further Extended Theories of Gravitation: Part I
- Higher-Order Gauss-Bonnet Cosmology
- Dark Gravitational Sectors on a Generalized Scalar-Tensor Vector Bundle Model and Cosmological Applications
- Quantum Correction for Newton's Law of Motion
- The Generalized Uncertainty Principle in f(R) Gravity for a Charged Black Hole
- Unified gravity at local scales
- Further Extended Theories of Gravitation: Part II
- The physical foundations for the geometric structure of relativistic theories of gravitation. From General Relativity to Extended Theories of Gravity through Ehlers-Pirani-Schild approach
- Matter Lagrangians Coupled with Connections
- Decaying dark energy in light of the latest cosmological dataset
- Galaxy Rotation Curves via Conformal Factors
- New Cases of Universality Theorem for Gravitational Theories
- A simple model for explaining Galaxy Rotation Curves
- Weak gravitational lensing by compact objects in fourth order gravity
- Dark Gravitational Field on Riemannian and Sasaki Spacetime
- Breaking the Conformal Gauge by Fixing Time Protocols
- Simple cosmological model with inflation and late times acceleration
- Noether Symmetries and Covariant Conservation Laws in Classical, Relativistic and Quantum Physics
- Weyl Geometries and Timelike Geodesics
- Equivalent Gravities and Equivalence Principle: Foundations and experimental implications
- Extended Theories of Gravity in cosmological and astrophysical applications