this is for holding javascript data
Rosa edited untitled.tex
about 8 years ago
Commit id: 483fc8e1d692e8e87f3a4c9a8a1d83a6777cffe0
deletions | additions
diff --git a/untitled.tex b/untitled.tex
index 09157fd..9eee6fe 100644
--- a/untitled.tex
+++ b/untitled.tex
...
\Biggr\{
V_{\beta k} V_{\gamma q}^{*} [G^>_{\beta\gamma}(\epsilon_1) G^{h,<}_{qk}(\epsilon_2) - G^{>}_{\beta q}(\epsilon_1)G^{h,<}_{\gamma k}(\epsilon_2)]
+ V_{\beta k}^{*}V_{\gamma q} [G^{>,t}_{kq}(\epsilon_1) G^{<}_{\gamma\beta}(\epsilon_2) - G^{h,>}_{k\gamma}(\epsilon_1)G^{<}_{q \beta}(\epsilon_2)]\Biggr\}\,,
\end{multline}
Now we enter the expression for $G_{kq}^{h,t}(t,t')$ in the frequency domain
\begin{equation}
G_{kq}^{h,t}(\omega) = G_{kq}^{h,t}(\epsilon)\delta_{kq} + \sum_{\beta\gamma} g_{k}^{h,t}(\omega) V_{\gamma k} G^{t}_{\gamma\beta}(\omega)V_{\beta q}^* g_{q}^{h,t}(\omega)
\end{equation}