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Orbital magnetic susceptibility of disordered mesoscopic systems
Moshe Goldstein
, Richard Berkovits
Bar-Ilan University
Research output
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Contribution to journal
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Article
›
peer-review
3
Scopus citations
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Dive into the research topics of 'Orbital magnetic susceptibility of disordered mesoscopic systems'. Together they form a unique fingerprint.
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Keyphrases
Level Spacing
100%
Magnetic Susceptibility
100%
Mesoscopic Systems
100%
Temperature Effect
50%
Interaction Effect
50%
Two Dimensional
50%
Zero Temperature
50%
Random Matrix Theory
50%
Numerical Simulation
50%
Long Tail
50%
Statistical Ensemble
50%
In-plane Magnetic Field
50%
Weak Field
50%
Susceptibility Distribution
50%
Canonical Ensemble
50%
Gaussian Ensembles
50%
Parametric Form
50%
Gauge Invariance
50%
Grand Canonical Ensemble
50%
Temperature Susceptibility
50%
Mathematics
Gaussian Distribution
100%
Concludes
100%
Magnetic Field
100%
Numerical Simulation
100%
Field Susceptibility
100%
Random Matrix Theory
100%
Grand Canonical Ensemble
100%
Parametric Form
100%
Interaction Effect
100%
Physics
Magnetic Permeability
100%
Canonical Ensemble
100%
Gaussian Distribution
50%
Zero-Temperature
50%
Magnetic Field
50%
Temperature Dependence
50%
Gauge Invariance
50%