Excitonic eigenstates of disordered semiconductor quantum wires: adaptive wavelet computation of eigenvalues for the electron-hole Schrödinger equation

Mollet, Christian
Kunoth, Angela
Meier, Torsten
2011-09
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Excitonic eigenstates of disordered semiconductor quantum wires: adaptive wavelet computation of eigenvalues for the electron-hole Schrödinger equation

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2011-09

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University of Minnesota. Institute for Mathematics and Its Applications

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1 online resource (PDF, 29 pages, includes illustrations)

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IMA Preprint Series;2381

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Mollet, Christian; Kunoth, Angela; Meier, Torsten. (2011). Excitonic eigenstates of disordered semiconductor quantum wires: adaptive wavelet computation of eigenvalues for the electron-hole Schrödinger equation. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/181129.

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