multiplet การใช้

• By default it is parity even as other fields of the multiplet.
• Multiplet analysis is done in the background during processing.
• Higher-spin algebras are global symmetries of the higher-spin theory multiplet.
• Thus, a multiplet has also come to describe the subatomic particles described by these representations.
• However again its dimensional reduction on a d-torus to a maximal gravity multiplet does contain scalars.
• Sometimes a chiral multiplet ( whose highest component is a spinor ) can be referred to as a scalar multiplet.
• Sometimes a chiral multiplet ( whose highest component is a spinor ) can be referred to as a scalar multiplet.
• The 1 + & minus; multiplet, on the other hand, may be affected by other factors that cause generally reduced meson masses.
• Particles in an isospin multiplet have very similar but not identical masses, because the up and down quarks are very similar but not identical.
• Since " G "-parity is applied on a whole multiplet, charge conjugation has to see the multiplet as a neutral entity.
• Since " G "-parity is applied on a whole multiplet, charge conjugation has to see the multiplet as a neutral entity.
• The existing higher-spin theories overcome all no-go theorems by having a non-zero cosmological constant and infinite multiplet of massless fields.
• In maximal supergravity theories ( see below ), all fields are related by supersymmetry transformations so that there is only one supermultiplet : the supergravity multiplet.
• Also, in N = 2 SUSY, a vector multiplet ( whose highest component is a vector ) can sometimes be referred to as a chiral multiplet.
• Also, in N = 2 SUSY, a vector multiplet ( whose highest component is a vector ) can sometimes be referred to as a chiral multiplet.
• Similarly, in an 11-dimensional theory there is only one supermultiplet with a finite number of fields, the gravity multiplet, and it contains no scalars.
• For short chains, the edge states mix into a singlet or a triplet giving either a unique ground state or a three-fold multiplet of ground states.
• The example tells us, for a J-multiplet problem, one will need all rank 0 \ sim 2J tensor operators to form a complete super basis.
• The fine electronic structure is formed from the atomic term structure and multiplet structure under the influence of multipolar electrostatic interactions which further energy levels splitting  Stark effect.
• As the relaxation mechanisms are generally correlated but contribute to the overall relaxation rate of a given component with different signs, the multiplet components relax with very different overall rates.