The components of this quantity can be used to construct four "squashed" and two "non-squashed" diagrams.
The components of this quantity can be used to construct four "squashed" and two "non-squashed" diagrams. The D-zero and CDF experiments have calculated that one component of this quantity is very close to 1. The relations between the components of this quantity can be expressed in terms of three parameters denoted alpha, beta, and gamma which can be measured by the BaBar experiment and which sum to 180 (*) degrees. The components of this quantity can be expressed in terms of four parameters denoted lambda, A, rho, and etaÂ—those parameters are named for Wolfenstein. The unitarity triangle can be constructed from the components of this quantity. In the standard parameterization, this quantity contains three mixing angles and one complex phase responsible for CP violation. It is analogous to the PMNS matrix for leptons. For 10 points, name this matrix whose elements represent the strength of the weak force in decays which change the flavors of quarks.
The components of this quantity can be used to construct four "squashed" and two "non-squashed" diagrams.
Cabibbo-Kobayashi-Maskawa matrix [or CKM matrix, accept unitarity triangle until "four parameters"]