f(R) gravity

E287409

f(R) gravity is a class of modified theories of gravity in which the Einstein–Hilbert action is generalized by replacing the Ricci scalar R with a function f(R), leading to alternative explanations for cosmic acceleration and gravitational phenomena.

All labels observed (3)

Label Occurrences
f(R) gravity canonical 2
Hu–Sawicki f(R) model 1
Palatini f(R) gravity 1

How this entity was disambiguated

Statements (49)

Predicate Object
instanceOf gravitational theory ⓘ
modified theory of gravity ⓘ
affects Friedmann equations in cosmology ⓘ
aimsToExplain cosmic acceleration ⓘ
dark energy phenomenology without explicit dark energy ⓘ
late-time acceleration of the universe ⓘ
basedOn generalization of Einstein–Hilbert action ⓘ
belongsTo class of higher-order gravity theories ⓘ
canBeReformulatedAs scalar–tensor theory ⓘ
constrains functional form of f(R) by stability conditions ⓘ
definedIn four-dimensional spacetime in standard cosmological applications ⓘ
developedIn late 20th century and early 21st century theoretical physics ⓘ
fieldEquations fourth-order differential equations in the metric formalism ⓘ
generalizes Einstein–Hilbert Lagrangian density ⓘ
hasExample Appleby–Battye f(R) model ⓘ
Carroll et al. 1/R model ⓘ
Hu–Sawicki f(R) model ⓘ
linked to: f(R) gravity

Starobinsky R + R^2 inflationary model ⓘ
hasVariant Palatini f(R) gravity ⓘ
linked to: f(R) gravity

metric f(R) gravity ⓘ
metric-affine f(R) gravity ⓘ
introduces extra scalar degree of freedom ⓘ
isConstrainedBy baryon acoustic oscillation data ⓘ
binary pulsar timing ⓘ
cosmic microwave background observations ⓘ
galaxy clustering measurements ⓘ
gravitational wave observations ⓘ
local gravity experiments ⓘ
type Ia supernova observations ⓘ
weak lensing surveys ⓘ
modifies general relativity ⓘ
mustSatisfy Dolgov–Kawasaki stability condition in viable models ⓘ
positivity of effective gravitational coupling in viable models ⓘ
predicts modified gravitational lensing in some models ⓘ
modified growth of cosmological perturbations ⓘ
scale-dependent effective gravitational constant ⓘ
replaces Ricci scalar R with function f(R) ⓘ
requires chameleon or screening mechanisms to satisfy local gravity tests in many models ⓘ
studiedIn Palatini formalism ⓘ
metric formalism ⓘ
metric-affine formalism ⓘ
subjectOf cosmological parameter constraints ⓘ
solar system tests of gravity ⓘ
viability conditions such as stability and absence of ghosts ⓘ
usedIn cosmology ⓘ
dark energy model building ⓘ
inflationary model building ⓘ
large-scale structure formation studies ⓘ
uses function of Ricci scalar ⓘ

How these facts were elicited

Referenced by (4)

Full triples — surface form annotated when it differs from this entity's canonical label.

Ricci scalar → usedIn → f(R) gravity ⓘ
f(R) gravity → hasVariant → Palatini f(R) gravity ⓘ
linked to: f(R) gravity
f(R) gravity → hasExample → Hu–Sawicki f(R) model ⓘ
linked to: f(R) gravity