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Ask Hjorth Larsen edited figures/stitching/caption.tex
over 9 years ago
Commit id: 65d548304639930e384eb55235d118616d29d2b9
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``Stitching'' the LDA exchange potential. Shows the three branches $B_1\ldots B_3$ of the cube root of the density corresponding to a wavefunction with the usual asymptotic form $\exp(i p x \mathrm{e}^{i \theta})$. The stitched curve is obtained by joining the three complex branches, forming a continuous and analytic function. xxx
