Georgi–Glashow SU(5) grand unified theory

E557541

The Georgi–Glashow SU(5) grand unified theory is a pioneering particle physics model that unifies the strong, weak, and electromagnetic interactions within a single SU(5) gauge symmetry framework.

Try in SPARQL Jump to: Surface forms Statements Referenced by

Observed surface forms (1)

Surface form Occurrences
Georgi–Glashow model 1

Statements (46)

Predicate Object
instanceOf gauge theory
particle physics model
aimsToExplain unification of strong, weak, and electromagnetic forces
assignsOneStandardModelGenerationTo 5̄⊕10 of SU(5)
assumes single unified gauge coupling at GUT scale
breaksBaryonNumber yes
classifies Standard Model fermions into SU(5) multiplets
containsSubgroup SU(2) NERFINISHED
SU(3) NERFINISHED
U(1)
facesConstraintFrom proton decay experiments
hasElectricChargeQuantization explained by SU(5) embedding
hasFermionRepresentation 10 of SU(5)
5̄ of SU(5)
hasGaugeBoson X boson
Y boson NERFINISHED
hasGaugeBosonRepresentation 24 of SU(5)
hasGaugeGroup SU(5) NERFINISHED
hasGaugeSymmetryBreakingPattern SU(5) → SU(3)×SU(2)×U(1)
hasMatterContentPerGeneration 5̄⊕10 of SU(5)
hasSymmetryBreakingScale grand unification scale
implies quark–lepton unification
involves spontaneous symmetry breaking
isBasedOn non‑Abelian gauge symmetry
isCategory non‑supersymmetric SU(5) GUT
isDisfavoredBy non‑observation of proton decay at predicted rates
isExtensionOf Standard Model of particle physics NERFINISHED
isFormulatedIn four spacetime dimensions
isMinimalGUT true
isNonSupersymmetric true
isPrototypeFor later grand unified theories
isRenormalizable true
predicts gauge coupling unification at high energy
new heavy leptoquark gauge bosons
proton decay
relations among quark and lepton masses
requires Higgs fields in 24 representation of SU(5)
Higgs fields in 5 representation of SU(5)
unifiesGaugeGroups SU(3)×SU(2)×U(1)
unifiesInteraction electromagnetic interaction
strong interaction
weak interaction
violates baryon number conservation
wasProposedBy Howard Georgi NERFINISHED
Sheldon Glashow NERFINISHED
wasProposedInYear 1974

Referenced by (2)

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

’t Hooft–Polyakov monopoles ariseIn Georgi–Glashow SU(5) grand unified theory
subject surface form: 't Hooft–Polyakov monopoles
this entity surface form: Georgi–Glashow model
Howard Georgi notableWork Georgi–Glashow SU(5) grand unified theory