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- W2086365052 startingPage "3863" @default.
- W2086365052 abstract "The integrated density of states $mathfrak{N}(E)$ for a particle in a set of arbitrarily located repulsive $ensuremath{delta}$-function potentials is studied. Upper and lower bounds for $mathfrak{N}(E)$ are given. For the completely disordered chain we derive the asymptotic form $mathfrak{N}(E)ensuremath{sim}a{e}^{ensuremath{-}frac{b}{sqrt{E}}}$, $Eensuremath{rightarrow}{0}^{+}$. For a chain with short-range order a simple proof of the existence of forbidden gaps based on the present method is briefly sketched." @default.
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- W2086365052 date "1972-05-15" @default.
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- W2086365052 title "Some Exact Results on Electron Energy Levels in Certain One-Dimensional Random Potentials" @default.
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- W2086365052 doi "https://doi.org/10.1103/physrevb.5.3863" @default.
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