Polyakov loop

E724409

The Polyakov loop is a gauge-invariant observable in finite-temperature quantum chromodynamics used to probe confinement and deconfinement phases of quarks and gluons.

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Statements (48)

Predicate Object
instanceOf Wilson line
gauge-invariant observable
non-local operator
order parameter
appearsIn effective models of QCD such as PNJL and PQM models
studies of SU(2) and SU(3) gauge theories
behaviorInConfinementPhase expectation value vanishes in pure gauge theory
behaviorInDeconfinedPhase expectation value is non-zero in pure gauge theory
definedAs path-ordered exponential of the temporal gauge field around the compactified time circle
definedIn Euclidean finite-temperature formalism
definedOn spatial lattice sites in lattice QCD
dependsOn Euclidean time direction
inverse temperature
fieldOfStudy finite-temperature quantum field theory
lattice gauge theory
quantum chromodynamics
gaugeProperty gauge invariant up to a center transformation
hasDomain SU(N) gauge theory NERFINISHED
non-Abelian gauge theory
hasVariant Polyakov loop correlator NERFINISHED
adjoint Polyakov loop
renormalized Polyakov loop
mathematicalNature trace of a temporal Wilson line in the fundamental representation
namedAfter Alexander Polyakov NERFINISHED
probes deconfinement temperature
quark confinement
quark-gluon plasma formation
relatedTo Polyakov line NERFINISHED
Wilson loop
Z(N) center of SU(N)
center symmetry
confinement order parameter
deconfinement order parameter
free energy of a static quark
screening of color charges
static quark-antiquark potential at finite temperature
roleInEffectiveModels encodes coupling of quarks to background temporal gauge field
temperatureDependence sensitive to the compactification length of Euclidean time
transformsUnder center symmetry of the gauge group
usedAs diagnostic of phase structure in QCD
indicator of center-symmetry breaking
usedIn finite-temperature QCD
heavy-quark free energy calculations
lattice QCD simulations
pure gauge SU(3) theory
studies of deconfinement transition
studies of quark confinement
usedToDetermine critical temperature of deconfinement in pure gauge theories

Referenced by (1)

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

Alexander Polyakov notableConcept Polyakov loop