Abstract
The energies of the $n=1$ excitons in solid neon have been calculated on the basis of the ab initio repulsive-potential curves of the molecular excited states derived from $^{3}P$ and $^{1}P$ states of neon and the long-range Van der Waals interaction of these states. With this rigorous parameter-free calculation a very good agreement with experimental results is obtained for the first exciton doublet.
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