Neutrinos | Leptons

Bimaximal mixing

Bimaximal mixing refers to a proposed form of the lepton mixing matrix. It is characterized by the neutrino being a bimaximal mixture of and and being completely decoupled from the , i.e. a uniform mixture of and . The is consequently a uniform mixture of and . Other notable properties are the symmetries between the and flavours and and mass eigenstates and an absence of CP violation. The moduli squared of the matrix elements have to be: . According to PDG convention, bimaximal mixing corresponds to and , which produces following matrix: . Alternatively, and can be used, which corresponds to: . (Wikipedia).

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Related pages

Trimaximal mixing | Flavour (particle physics) | Absolute value | Double Chooz | Electron | CP violation | Neutrino | Neutrino oscillation | Tribimaximal mixing | Super-Kamiokande