COMPLETE CHARACTERIZATION OF UNIVERSAL FLUCTUATIONS IN QUASI-ONE-DIMENSIONAL MESOSCOPIC CONDUCTORS
Mesoscopic fluctuations in the transport properties of quasi-one- dimensional conductors are studied via the eigenvalue distribution of the transmission matrix. Fluctuations in the universal regime are characterized completely by the two-point correlation function of the eigenvlaue density at scales...
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| 格式: | Journal article |
| 語言: | English |
| 出版: |
1993
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| 總結: | Mesoscopic fluctuations in the transport properties of quasi-one- dimensional conductors are studied via the eigenvalue distribution of the transmission matrix. Fluctuations in the universal regime are characterized completely by the two-point correlation function of the eigenvlaue density at scales large compared to the mean eigenvalue spacing. This correlation function is calculated exactly. © 1993 The American Physical Society. |
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