Modified f(R) gravity from scalar-tensor theory and inhomogeneous EoS dark energy
arXiv:0809.1311 · doi:10.1007/s10714-008-0724-3
Abstract
The reconstruction of f(R)-gravity is showed by using an auxiliary scalar field in the context of cosmological evolution, this development provide a way of reconstruct the form of the function f (R) for a given evolution of the Hubble parameter. In analogy, f(R)-gravity may be expressed by a perfect fluid with an inhomogeneous equation of state that depends on the Hubble parameter and its derivatives. This mathematical equivalence that may confuse about the origin of the mechanism that produces the current acceleration, and possibly the whole evolution of the Hubble parameter, is shown here.
8 pages
References in corpus (26)
- Introduction to Modified Gravity and Gravitational Alternative for Dark Energy
- Is Cosmic Speed-Up Due to New Gravitational Physics?
- Modified gravity with negative and positive powers of the curvature: unification of the inflation and of the cosmic acceleration
- Curvature Quintessence
- Disappearing cosmological constant in f(R) gravity
- Modified f(R) gravity consistent with realistic cosmology: from matter dominated epoch to dark energy universe
- Class of viable modified gravities describing inflation and the onset of accelerated expansion
- Dark energy in modified Gauss-Bonnet gravity: late-time acceleration and the hierarchy problem
- Cosmological viability of f(R)-gravity as an ideal fluid and its compatibility with a matter dominated phase
- Conditions for the cosmological viability of f(R) dark energy models
- Unifying inflation with LambdaCDM epoch in modified f(R) gravity consistent with Solar System tests
- Modified f(R) gravity unifying R^m inflation with \LambdaCDM epoch
- One-loop f(R) gravity in de Sitter universe
- Modified gravity with terms and cosmic acceleration
- Where new gravitational physics comes from: M-theory?
- Observational constraints on dark energy with generalized equations of state
- Consistent modified gravity: dark energy, acceleration and the absence of cosmic doomsday
- Phantom scalar dark energy as modified gravity: understanding the origin of the Big Rip singularity
- The new form of the equation of state for dark energy fluid and accelerating universe
- Reconstructing the universe history, from inflation to acceleration, with phantom and canonical scalar fields
- The Newtonian limit at intermediate energies
- Direct reconstruction of the quintessence potential
- A FRW Dark Fluid with a Non-Linear Inhomogeneous Equation of State
- Dark Energy Fluid with Time-Dependent, Inhomogeneous Equation of State
- Direct Reconstruction of the Dark Energy Scalar-Field Potential
- Split Fermions Baryogenesis from the Kobayashi-Maskawa Phase
Cited by in corpus (25)
- Unified cosmic history in modified gravity: from F(R) theory to Lorentz non-invariant models
- Black holes, cosmological solutions, future singularities, and their thermodynamical properties in modified gravity theories
- f(R, T, R_μνT^μν) gravity phenomenology and ΛCDM universe
- On the stability of the cosmological solutions in f(R,G) gravity
- Analyzing the tension in gravity models
- Is exponential gravity a viable description for the whole cosmological history?
- F(R) cosmology in presence of a phantom fluid and its scalar-tensor counterpart:towards a unified precision model of the universe evolution
- Cardy-Verlinde formula in FRW Universe with inhomogeneous generalized fluid and dynamical entropy bounds near the future singularity
- Theoretical and observational constraints of viable f(R) theories of gravity
- Unveiling the Dynamics of the Universe
- Cyclic and Ekpyrotic Universes in Modified Finsler Osculating Gravity on Tangent Lorentz Bundles
- Modelling and testing the equation of state for (Early) dark energy
- Inflation in mimetic f(G) gravity
- Spotting deviations from R^2 inflation
- Scalar-tensor representation of gravity and Birkhoff's theorem
- Focusing of geodesic congruences in an accelerated expanding Universe
- Chameleonic Generalized Brans--Dicke model and late-time acceleration
- Cosmological evolution, future singularities, Little Rip and Pseudo-Rip in viable f(R) theories and their scalar-tensor counterpart
- Reconstructing f(R) Gravity from a Chaplygin Scalar Field in de Sitter Spacetimes
- Test of hybrid metric-Palatini f(R)-gravity in binary pulsars
- Ekpyrotic universes in Hořava-Lifshitz gravity
- Reconstruction from scalar-tensor theory and the inhomogeneous equation of state in f(T) Gravity
- Polarization and speed of gravitational waves in hybrid metric-Palatini f(R)-gravity
- Loop-corrected scalar potentials and late-time acceleration in f(R) gravity
- Reconstructing cosmological solutions in F(R) gravity. Towards a unified model of the Universe evolution