Plebański action

E811623

The Plebański action is a reformulation of general relativity that expresses gravity as a constrained BF theory using self-dual two-forms, playing a key role in modern approaches to quantum gravity.

All labels observed (1)

Label Occurrences
Plebański action canonical 1

How this entity was disambiguated

Statements (46)

Predicate Object
instanceOf action principle in theoretical physics ⓘ
formulation of general relativity ⓘ
aimsAt casting general relativity as a gauge theory ⓘ
category classical field theory action ⓘ
describes general relativity in first-order formalism ⓘ
equivalentTo Einstein field equations on shell ⓘ
field general relativity ⓘ
mathematical physics ⓘ
quantum gravity ⓘ
formulates gravity as a constrained BF theory ⓘ
framework first-order formulation of gravity ⓘ
generalizedBy Holst action ⓘ
actions with Immirzi parameter ⓘ
historicalPeriod late 1970s ⓘ
imposes simplicity constraints on two-forms ⓘ
influenced constrained BF models of gravity ⓘ
modern spin foam amplitudes ⓘ
introduces Lagrange multipliers enforcing simplicity constraints ⓘ
involves SU(2) or SL(2,C) gauge symmetry ⓘ
complexified connection ⓘ
self-dual part of the Lorentz group ⓘ
language differential forms ⓘ
namedAfter Jerzy Plebański ⓘ
reformulates Einstein–Hilbert action ⓘ
relatedTo Ashtekar variables ⓘ
BF theory with constraints ⓘ
MacDowell–Mansouri formulation of gravity ⓘ
Palatini action ⓘ
linked to: Palatini formalism

loop quantum gravity ⓘ
self-dual Palatini action ⓘ
self-dual formulation of general relativity ⓘ
spin foam models ⓘ
signature Euclidean ⓘ
Lorentzian ⓘ
spacetimeDimension 4 ⓘ
typeOf BF-type action ⓘ
usedIn covariant approaches to loop quantum gravity ⓘ
spin foam quantization of gravity ⓘ
topological quantum field theory inspired models of gravity ⓘ
uses BF theory ⓘ
connection variables ⓘ
self-dual two-forms ⓘ
tetrad variables ⓘ
variationWithRespectTo Lagrange multipliers yields simplicity constraints ⓘ
connection yields curvature constraints ⓘ
two-forms yields relation to tetrads ⓘ

How these facts were elicited

Referenced by (1)

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

Jerzy Plebański → notableWork → Plebański action ⓘ