Rosa edited untitled.tex  about 8 years ago

Commit id: dd6ce08f7dd9bd0752ee26d852e847899c5c6a25

deletions | additions      

       

&&[G_{\beta\nu}^>(\omega+\epsilon) \Sigma_{0,\nu\gamma}^a(\omega+\epsilon) G_{\gamma\mu}^r(\omega)\Sigma_{0,\mu\beta}^{<,h}(\omega+\epsilon)]   \\ \nonumber  &&[G_{\beta\nu}^>(\omega+\epsilon) \Sigma_{0,\nu\gamma}^a(\omega+\epsilon) G_{\gamma\mu}^<(\omega) \Sigma_{0,\mu\beta}^{a,h}(\omega+\epsilon)]   \end{eqnarray}  \begin{eqnarray}  N(\omega)&=&(4e^2/h)\sum_{k\beta,q\gamma, \nu\mu} \int \frac{d\epsilon}{2\pi}   [G_{\beta\nu}^r(\omega+\epsilon) \Gamma{\nu\gamma} G_{\gamma\mu}^r(\omega) \Gamma{\mu\beta} (1-f_e(\omega+\epsilon) f_{h})(\omega)]   \\ \nonumber  &&\sum_{\lambda\delta}[G_{\beta\nu}^r(\omega+\epsilon) \Gamma_{0,\nu\gamma} G_{\gamma\lambda}^<(\omega) \Gamma{\lmabda\delta}G^a_{\delta\mu}(\omega+\epsilon)[i\Gamma_{\mu\beta}](1-f_e(\omega+\epsilon)f_{h}(\omega))]   \\ \nonumber  &&[G_{\beta\nu}^>(\omega+\epsilon) \Sigma_{0,\nu\gamma}^a(\omega+\epsilon) G_{\gamma\mu}^r(\omega)\Sigma_{0,\mu\beta}^{<,h}(\omega+\epsilon)]   \\ \nonumber  &&[G_{\beta\nu}^>(\omega+\epsilon) \Sigma_{0,\nu\gamma}^a(\omega+\epsilon) G_{\gamma\mu}^<(\omega) \Sigma_{0,\mu\beta}^{a,h}(\omega+\epsilon)]  \end{eqnarray}