Changes

</math>

</math>

::<math>=\sum_{\lambda_R,\lambda_{b_1},\lambda_\omega,\lambda_\rho}  

::<math>=\sum_{\lambda_R,\lambda_{b_1},\lambda_\omega,\lambda_\rho}  

\langle \Omega_X \lambda_{b_1} 0| U_X |  

\langle \mathbf{q}_{b1{ \lambda_{b_1} 0| U_X |  

\left\{|J_X m_X \rangle + \epsilon_\gamma \epsilon_R P_X (-1)^{J_X-m_X} |J_X\;-m_X \rangle \right\}

\left\{|J_X m_X \rangle + \epsilon_\gamma \epsilon_R P_X (-1)^{J_X-m_X} |J_X\;-m_X \rangle \right\}

</math>

</math>

:::::::<math>

:::::::<math>

\langle \Omega_{b_1} \lambda_\omega 0| U_{b_1} | 1 , \lambda_{b_1} \rangle

\langle \mathbf{q}_{omega} \lambda_\omega 0| U_{b_1} | 1 , \lambda_{b_1} \rangle

\langle \Omega_\omega \lambda_\rho 0| U_\omega | 1 , \lambda_\omega \rangle

\langle \mathbf{q}_\rho \lambda_\rho 0| U_\omega | 1 , \lambda_\omega \rangle

\langle \Omega_\rho 0 0 | U_\rho | J_\rho , \lambda_\rho \rangle

\langle \mathbf{q}_\pi 0 0 | U_\rho | J_\rho , \lambda_\rho \rangle

</math>

</math>

::<math>

::<math>