48 | | A more general model is also attached, contains the full diagonal and non-diagonal terms. |

49 | | {{{ |

50 | | #!latex |

51 | | \begin{eqnarray} |

52 | | C_{ij}^{U \mu} = |

53 | | \begin{pmatrix} C_{u \mu} & C_{c u \mu}^{*} & C_{t u \mu}^{*} \\ C_{c u \mu} & C_{c \mu} & C_{t c \mu}^{*} \\ C_{t u \mu} & C_{t c \mu} & C_{t \mu} \end{pmatrix} |

54 | | , |

55 | | C_{ij}^{D \mu} = |

56 | | \begin{pmatrix} C_{d \mu} & C_{s d \mu}^{*} & C_{b d \mu}^{*} \\ C_{s d \mu} & C_{s \mu} & C_{b s \mu}^{*} \\ C_{b d \mu} & C_{b s \mu} & C_{b \mu} \end{pmatrix} |

57 | | \end{eqnarray} |

58 | | |

59 | | \begin{eqnarray} |

60 | | C_{ij}^{U e} = |

61 | | \begin{pmatrix} C_{u e} & C_{c u e}^{*} & C_{t u e}^{*} \\ C_{c u e} & C_{c e} & C_{t c e}^{*} \\ C_{t u e} & C_{t c e} & C_{t e} \end{pmatrix} |

62 | | , |

63 | | C_{ij}^{D e} = |

64 | | \begin{pmatrix} C_{d e} & C_{s d e}^{*} & C_{b d e}^{*} \\ C_{s d e} & C_{s e} & C_{b s e}^{*} \\ C_{b d e} & C_{b s e} & C_{b e} \end{pmatrix} |

65 | | \end{eqnarray} |

66 | | }}} |

| 48 | A more simple model is also attached, contains only the b-s-l-l non-diagonal terms for simplicity. |