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Titlebook: Quantum Transport in Semiconductor Submicron Structures; Bernhard Kramer Book 1996 Kluwer Academic Publishers 1996 Quantum Hall effect.con

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0168-132X 1995. Internationally well-known researchers in the field of mesoscopic quantum physics provide insight into the fundamental physics underlying the mesoscopic transport phenomena in structured semiconductor inversion layers. In addition, some of the most recent achievements are reported in contribu
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Friedel Oscillations in Luttinger Liquidsuid characterized by an interaction constant . ≤ 1, the asymptotic decay of the Friedel oscillation is ... For a weak scatterer, the decay is even slower at small-to-intermediate distances from the impurity, with a crossover to the asymptotic .. law.
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Phase Transitions in Artificial Atomspin polarized state has recently been observed in artificial atoms that is inaccessible at reasonable magnetic fields in natural atoms. We present a simple explanation of the physics of this transition.
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Incompressibilis Ergo Sum: ,required to create mobile charges in the bulk of the system. The quantum Hall effect is associated with incompressibilities in a two-dimensional electron system that occur at magnetic-field dependent densities, .*(.). In these notes we discuss two aspects of the physics of quantum Hall systems that
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Transport Through a Single-Band Wire Connected to Measuring Leadse-dimensional interacting systems which show the so-called Luttinger liquid behavior [2, 3]. According to [4, 5] the interactions should renormalize the conductance . of a pure wire: . = 2... where .. = ../. is the conductance quantum and . is a key parameter depending on interactions, with . = 1 fo
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