Quantum Interference Effects for the Electronic Fluctuations in Quantum Dots

We investigate the Schrödinger (non-relativistic) and the Dirac ("relativistic") billiards in the universal regime. The study is based on a non-ideal quantum resonant scattering numerical simulation. We show universal results that reveal anomalous behavior on the conductance, on the shot-noise power and on the respective eigenvalues distributions. In particular, we demonstrate the Klein's paradox in the graphene and tunable suppression/amplification transitions on the typical observables of the quantum dots.

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Quantum Interference Effects for the Electronic Fluctuations in Quantum Dots

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Cited by 3 publications

References 30 publications

Mesoscopic Fluctuations: Nuclei, Quantum Dots, and Beyond

Mesoscopic Fluctuations: Nuclei, Quantum Dots, and Beyond

Noise in Mesoscopic Systems

Klein paradox in chaotic Dirac billiards

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