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

How this entity was disambiguated

Statements (49)

Predicate Object
instanceOf gravitational theory
modified theory of gravity
affects Einstein field equations
surface form: 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 action
surface form: Einstein–Hilbert Lagrangian density
hasExample Appleby–Battye f(R) model
Carroll et al. 1/R model
f(R) gravity self-linksurface differs
surface form: Hu–Sawicki f(R) model

Starobinsky R^2 inflation model
surface form: Starobinsky R + R^2 inflationary model
hasVariant f(R) gravity self-linksurface differs
surface form: Palatini 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 (3)

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

Ricci scalar usedIn f(R) gravity
f(R) gravity hasVariant f(R) gravity self-linksurface differs
this entity surface form: Palatini f(R) gravity
f(R) gravity hasExample f(R) gravity self-linksurface differs
this entity surface form: Hu–Sawicki f(R) model