Commit 2a45dbf3 authored by Anoop Chandran's avatar Anoop Chandran

register custom css

parent 0b4150a6
...@@ -15,6 +15,8 @@ ...@@ -15,6 +15,8 @@
# import os # import os
# import sys # import sys
# sys.path.insert(0, os.path.abspath('.')) # sys.path.insert(0, os.path.abspath('.'))
def setup(app):
app.add_stylesheet('css/custom.css')
# -- Project information ----------------------------------------------------- # -- Project information -----------------------------------------------------
......
...@@ -57,9 +57,9 @@ The columns are ...@@ -57,9 +57,9 @@ The columns are
The two GW values for the quasiparticle energy follow two common methods to approximately solve the quasiparticle equation The two GW values for the quasiparticle energy follow two common methods to approximately solve the quasiparticle equation
.. _qpeq: .. math::
\displaystyle\left\{-\frac{\nabla}{2}+v^\mathrm{ext}(\mathbf{r})+v^\mathrm{H}(\mathbf{r})\right\}\psi_{\mathbf{k}n}(\mathbf{r})+\int \Sigma^\mathrm{xc}(\mathbf{r},\mathbf{r}';E_{\mathbf{k}n})\psi_{\mathbf{k}n}(\mathbf{r}')d^3 r=E_{\mathbf{k}n}\psi_{\mathbf{k}n}(\mathbf{r})
:math:`{\displaystyle\left\{-\frac{\nabla}{2}+v^\mathrm{ext}(\mathbf{r})+v^\mathrm{H}(\mathbf{r})\right\}\psi_{\mathbf{k}n}(\mathbf{r})+\int \Sigma^\mathrm{xc}(\mathbf{r},\mathbf{r}';E_{\mathbf{k}n})\psi_{\mathbf{k}n}(\mathbf{r}')d^3 r=E_{\mathbf{k}n}\psi_{\mathbf{k}n}(\mathbf{r})}` :label: qpeq
where :math:`{v^\mathrm{ext}}`, :math:`{v^\mathrm{H}}`, :math:`{\Sigma^\mathrm{xc}}`, :math:`{\psi_{\mathbf{k}n}}`, :math:`{E_{\mathbf{k}n})}` are the external and Hartree potential, the ``GW`` self-energy, and the quasiparticle wavefunction and energy, respectively. Taking the difference :math:`{\Sigma^\mathrm{xc}-v^\mathrm{xc}}` as a small perturbation, we can write the quasiparticle energy as a correction on the mean-field eigenvalue where :math:`{v^\mathrm{ext}}`, :math:`{v^\mathrm{H}}`, :math:`{\Sigma^\mathrm{xc}}`, :math:`{\psi_{\mathbf{k}n}}`, :math:`{E_{\mathbf{k}n})}` are the external and Hartree potential, the ``GW`` self-energy, and the quasiparticle wavefunction and energy, respectively. Taking the difference :math:`{\Sigma^\mathrm{xc}-v^\mathrm{xc}}` as a small perturbation, we can write the quasiparticle energy as a correction on the mean-field eigenvalue
......
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