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High-Temperature Quantum Hall Effect in Graphite-Gated Graphene Heterostructure Devices with High Carrier Mobility [PDF]
Since the discovery of the quantum Hall effect in 1980, it has attracted intense interest in condensed matter physics and has led to a new type of metrological standard by utilizing the resistance quantum.
Siyu Zhou +5 more
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An extended version based on a Perspective published on National Science ...
Lu HZ.
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Quantum theory of the nonlinear Hall effect [PDF]
The nonlinear Hall effect is a quantum phenomenon, in which two perpendicular currents induce a Hall voltage; however, previous theories for this effect has remained at the semi classical level.
Z. Z. Du +4 more
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Quantum Hall effect in a CVD-grown oxide [PDF]
Two-dimensional (2D) electron systems are promising for investigating correlated quantum phenomena. In particular, 2D oxides provide a platform that can host various quantum phases such as quantized Hall effect, superconductivity, or magnetism.
Oleksandr Zheliuk +12 more
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Quantum metric third-order nonlinear Hall effect in a non-centrosymmetric ferromagnet [PDF]
Berry curvature in the imaginary part of quantum geometry has been confirmed to play a role in the nonlinear Hall effect of Weyl semimetals. However, exploration of the influence of the real component of the quantum geometry, the quantum metrics, on ...
Hao Yu +6 more
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Robust fractional quantum Hall effect in the N=2 Landau level in bilayer graphene [PDF]
Electron-electron interactions in many-body systems may manifest themselves through the fractional quantum Hall effect. Here, the authors perform transport measurements in bilayer graphene, and observe particle-hole symmetric fractional quantum Hall ...
Georgi Diankov +11 more
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6D fractional quantum Hall effect [PDF]
We present a 6D generalization of the fractional quantum Hall effect involving membranes coupled to a three-form potential in the presence of a large background four-form flux.
Jonathan J. Heckman, Luigi Tizzano
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Quantum Hall effect: from the drude conductivity model to the Chern-Simons field description
The goal of this article is to introduce the quantum Hall effect (QHE) from its classical roots to the quantum integer and fractional versions. This is a robust phenomenon with topological nature.
G. B. de Gracia, B.M. Pimentel
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3D quantum Hall effects and nonlinear Hall effect
The classical and quantum Hall effects are important subjects in condensed matter physics. The emergent 3D quantum Hall effects and nonlinear Hall effect have attracted considerable interest recently, with the former elevating the quantum Hall effect to ...
Shuai Li +5 more
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Dirac fermion spectrum of the fractional quantum Hall states
Applying a unified approach, we study the integer quantum Hall effect (IQHE) and fractional quantum Hall effect (FQHE) in the Hofstadter model with short range interactions between fermions.
I. N. Karnaukhov
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