deletions | additions       diff --git a/section_Computational_and_Theoretical_Details__1.tex b/section_Computational_and_Theoretical_Details__1.tex  index 4dd48c8..dd5cc00 100644  --- a/section_Computational_and_Theoretical_Details__1.tex  +++ b/section_Computational_and_Theoretical_Details__1.tex 
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The Kohn-Sham (KS) effective potential $V_\text{KS}[n(t), \{\mathbf {R}_J(t)\}_J](\mathbf{r}, t)$ is given by  \begin{equation}  \begin{aligned}  V_\text{KS}[n, \{\mathbf{R}_J(t)\}_J] = V_\text{ext}[\mathbf{R}_J(t)\}_J] V_\text{ext}[\{\mathbf{R}_J(t)\}_J]  + V_\text{H}[n] + V_\text{XC}[n] \label{eq:tdks3}  \end{aligned}  \end{equation}