shot noise in mesoscopic conductors - Low Temperature Laboratory
shot noise in mesoscopic conductors - Low Temperature Laboratory
shot noise in mesoscopic conductors - Low Temperature Laboratory
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6 Ya.M. Blanter, M. Bu( ttiker / Physics Reports 336 (2000) 1}166<br />
Table 1 (Cont<strong>in</strong>ued)<br />
Subject Section<br />
Frequency dependence of <strong>noise</strong> 5.2, 5.3, 7.1<br />
Resonant tunnel<strong>in</strong>g through localized states;<br />
Anderson and Kondo models 2.6.3, 7.2<br />
NINIS junctions 4.1<br />
Disordered <strong>conductors</strong><br />
Noise suppression <strong>in</strong> metallic di!usive wires 2.6.4, 6.2<br />
Count<strong>in</strong>g statistics Appendix A<br />
Multi-term<strong>in</strong>al generalization and<br />
Hanbury Brown}Twiss e!ects 2.6.9, 6.2<br />
Interaction e!ects 2.7, 6.3<br />
Frequency dependence of <strong>noise</strong> 3.2, 6.4<br />
Disordered contacts and <strong>in</strong>terfaces 2.6.4<br />
Disordered NS and SNS contacts 4.1, 4.3<br />
Crossover to the ballistic regime 2.6.4<br />
Localized regime 2.6.4<br />
Non-degenerate di!usive <strong>conductors</strong> 6.5<br />
Composite fermions with disorder 7.4<br />
Noise <strong>in</strong>duced by thermal transport Appendix C<br />
Chaotic cavities<br />
Noise suppression <strong>in</strong> two-term<strong>in</strong>al<br />
chaotic cavities 2.6.5, 6.6, 6.7<br />
Cavities with di!usive boundary scatter<strong>in</strong>g 6.6<br />
Multi-term<strong>in</strong>al generalization and<br />
Hanbury Brown}Twiss e!ects 2.6.5, 6.7<br />
Count<strong>in</strong>g statistics Appendix A<br />
Quantum Hall ewect<br />
IQHE edge channels 2.6.6, 2.6.10<br />
Hanbury Brown}Twiss e!ects with<br />
IQHE edge channels 2.6.7, 2.6.9<br />
FQHE edge channels 7.3<br />
Composite fermions 7.4<br />
Systems with purely capacitive coupl<strong>in</strong>g<br />
Frequency dependence of <strong>noise</strong> 3.4, 3.5<br />
1.3. Subjects not addressed <strong>in</strong> this Review<br />
First of all, we emphasize that this is not a general review of <strong>mesoscopic</strong> physics. In many cases, it<br />
is necessary to describe brie#y the systems before address<strong>in</strong>g their <strong>noise</strong> properties. Only a few<br />
references are provided to the general physical background. These references are not systematic; we<br />
cite review articles where this is possible, and give references to the orig<strong>in</strong>al papers only <strong>in</strong> cases