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        <description>Notes Eric + Markus

Kohn-Sham equations

Jerome&#039;s Paper

	*  With regard to Jerome&#039;s paper: Can this be extended to unbounded regions?  Also, why are homogeneous Dirichlet boundary values imposed? Are these the most natural? Can others be used, in particular, nonzero? Additionally, he mentions at the end a special case: dimension 1, where one might need the Hilbert transform to deal with the Hartree potential.$\rho = |\psi|^2$$$V_H(x,t) = 1/|x| \ast \rho (x,t) = \int_a^b \dfrac{\rho(y,t)}{|x-y|…</description>
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