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Average shot-noise power via a diagrammatic method
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Citations
21
References
2010
Year
Quantum ScienceEngineeringPhysicsMany-body Quantum PhysicNatural SciencesChaos TheoryQuantum Mechanical PropertyNoiseDiagrammatic MethodQuantum CorrectionQuantum ChaosStatistical AveragingQuantum MatterSignal ProcessingDominant Quantum CorrectionNoise ReductionQuantum Decoherence
In this work we use a diagrammatic method for integration over the unitary group to obtain a quantum correction to the average shot-noise power of a chaotic cavity with non-ideal contacts. We present maximally crossed diagrams representing the physical modes of the system responsible for the dominant quantum correction. We demonstrate with explicit calculations that the suppression–amplification effect reported in Ramos et al (2008 Phys. Rev. B 78 235305) occurs both for systems in the presence of time-reversal (TR) and spin-rotation (SR) symmetries and for systems with broken SR symmetry but in the presence of TR symmetry.
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