KnowraYang–Mills theoryLinked fromLinked fromThe 14 pages that link to Yang–Mills theory, each with the reason it gives.All 14Broader topic 3Related 8Narrower topic 3Quantum chromodynamicsNarrower topic: QCD is a specific Yang–Mills theory with quark fields and SU(3) color symmetry.Quantum electrodynamicsNarrower topic: QED is an Abelian gauge theory, contrasted with the non-Abelian theories used for weak and strong forces.Gauge theoryRelated: It supplies the framework for the strong and weak interaction sectors.Gauge symmetryBroader topic: It generalizes electromagnetic gauge symmetry to interactions with self-coupling gauge fields.Riemannian manifoldRelated: Riemannian metrics help define its action and field equations on curved spaces.Peter HiggsRelated: Giving its gauge bosons mass without destroying the theory’s consistency was the problem the proposal addressed.Sheldon GlashowRelated: Its non-Abelian gauge structure underlies the electroweak model Glashow proposed.Gauge fixingRelated: Its quantum calculations require gauge fixing and include associated ghost fields.SU(2)Related: SU(2) serves as a gauge group in electroweak theory and other field models.Noether's second theoremBroader topic: Its local gauge symmetry produces identities that relate the field equations.Yang–Mills existence and mass gapRelated: Its 1954 formulation is the mathematical framework at the problem’s origin.Gerard ’t HooftRelated: ’t Hooft proved that spontaneously broken Yang–Mills theories are renormalizable.Faddeev–Popov ghostNarrower topic: Faddeev–Popov ghosts are standard fields in gauge-fixed quantization of non-Abelian Yang–Mills theories.Yang Chen-NingBroader topic: Yang and Robert Mills introduced this framework in 1954.