Magnetotransport and Complexity of Holographic Metal-Insulator Transitions
Yu-Sen An, Teng Ji, Li Li

TL;DR
This paper investigates magnetotransport properties near a holographic metal-insulator transition, revealing universal scaling behaviors, phase diagram features, and spectral weight transfer, with implications for understanding complex transition dynamics.
Contribution
It introduces a minimal holographic model capturing universal features of metal-insulator transitions, including scaling laws and spectral weight transfer, without relying on detailed non-linear holographic specifics.
Findings
Resistivity scales with a single parameter T_0 near the transition.
Spectral weight shifts from low to high energies due to disorder.
Phase diagram constructed in temperature and disorder space.
Abstract
We study the magnetotransport in a minimal holographic setup of a metal-insulator transition in two spatial dimensions. Some generic features are obtained without referring to the non-linear details of the holographic theory. The temperature dependence of resistivity is found to be well scaled with a single parameter , which approaches zero at some critical charge density , and increases as a power law both in metallic and insulating regions in the vicinity of the transition. Similar features also happen by changing the disorder strength as well as magnetic field. By requiring a positive definite longitudinal conductivity in the presence of an applied magnetic field restricts the allowed parameter space of theory parameters. We explicitly check the consistency of parameter range for two representative models, and…
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